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	<title>Bookkeeping | Boğaziçi Restaurant</title>
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		<title>Comprehensive Clearing House Overview for Financial Institutions</title>
		<link>https://www.bogazicirestaurant.com.tr/bookkeeping/comprehensive-clearing-house-overview-for</link>
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		<dc:creator><![CDATA[hosteva]]></dc:creator>
		<pubDate>Fri, 15 Aug 2025 03:42:37 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
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					<description><![CDATA[<p>We guarantee precise filings and improve the financial performance of the BFSI industry with tax knowledge, regulatory compliance, and efficient procedures. Imagine a trade between companies (Company A and Company B) on an exchange platform (similar to a stock market). This could involve purchasing or selling stocks, derivatives, or other financial products. In Asia, the [&#8230;]</p>
The post <a href="https://www.bogazicirestaurant.com.tr/bookkeeping/comprehensive-clearing-house-overview-for">Comprehensive Clearing House Overview for Financial Institutions</a> first appeared on <a href="https://www.bogazicirestaurant.com.tr">Boğaziçi Restaurant</a>.]]></description>
										<content:encoded><![CDATA[<p>We guarantee precise filings and improve the financial performance of the BFSI industry with tax knowledge, regulatory compliance, and efficient procedures. Imagine a trade between companies (Company A and Company B) on an exchange platform (similar to a stock market). This could involve purchasing or selling stocks, derivatives, or other financial products. In Asia, the regulation tends to be more regional, with clearing houses overseen by different regulatory bodies depending on the jurisdiction.</p>
<ul>
<li>In Europe, Euroclear and Clearstream provide many of these same clearing and settlement services for the EU, while the Hong Kong Exchanges and Clearing Limited (HKEX) serves that function in the Asian markets.</li>
<li>When a trade is executed, the clearing house becomes the counterparty to both the buyer and the seller.</li>
<li>The future of clearing houses will likely be shaped by technological advances and evolving regulatory landscapes.</li>
<li>Their role is crucial in ensuring that claims are submitted correctly and efficiently, reducing the risk of denials and payment delays.</li>
</ul>
<h2>How often should financial institutions review their relationship with clearing houses?</h2>
<p>It provides clearing and settlement services for various financial instruments, including interest rate swaps, credit default swaps, and commodities. Clearing houses also provide standardised processes, procedures, and contracts in a transparent manner which can help to reduce complexity, promote efficiency in financial markets, and improve market integrity. The integration of fintech solutions in clearing houses ultimately enhances their ability to adapt to evolving market demands. As financial institutions increasingly embrace technology, the role of fintech will continue to redefine the landscape of clearing operations and improve overall market stability. Financial exchanges, such as commodities futures markets and stock exchanges, began to use clearing houses in the latter part of the 19th century.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="600px" alt="clearing house meaning" 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<p>Clearing houses must adhere to standards that involve capital adequacy, margin requirements, and the management of default risks. Such measures help preserve the financial system’s stability by ensuring that clearing houses maintain sufficient resources to withstand potential market disruptions. They assist in ensuring that market participants adhere to regulatory requirements, such as reporting obligations and capital adequacy standards. Clearing houses play a pivotal role in advancing regulatory objectives and maintaining the integrity and stability of the financial system. By netting off multiple trades between participants, clearing houses help streamline the settlement process.</p>
<p>The types of clearing houses include securities clearinghouses, commodity clearing houses, and derivatives clearing houses. In contrast, commodity clearing houses handle transactions in commodity markets, and derivatives clearing houses handle transactions in derivative instruments like futures and options. Key regulations impacting clearing houses include the Dodd-Frank Act, which mandates central clearing for certain derivatives transactions.</p>
<p>Some will specialise in trades of stocks and other equity instruments, while others focus on trades in fixed-income instruments, such as bonds and other debt securities. In addition to the aforementioned regulations, clearing houses must navigate international standards set by organizations like the International Organization of Securities Commissions (IOSCO). This global regulatory framework is essential for ensuring that clearing houses can operate efficiently across borders, thereby fostering a more integrated financial system.</p>
<h2>Understanding Clearing House Funds</h2>
<ul>
<li>Key regulations impacting clearing houses include the Dodd-Frank Act, which mandates central clearing for certain derivatives transactions.</li>
<li>As financial markets grew in size and complexity, the need for a centralized entity to facilitate the settlement of trades and reduce counterparty risk became apparent.</li>
<li>Instead, the clearinghouse collects $1,000 from John’s account and places it into Melissa’s account.</li>
</ul>
<p>Clearing houses can <a href="https://www.simple-accounting.org/clear-out-definition-and-meaning/">clearing house meaning</a> be categorized based on their structure and the types of transactions they facilitate. These distinctions are crucial for understanding their role within the financial markets. Within the futures market, a stock clearing house collects deposits from every investor to cover all balances.</p>
<h2>What is a Healthcare Clearinghouse?</h2>
<p>This allows participants to buy and sell financial assets more easily, facilitating price discovery and ensuring that markets operate smoothly even during periods of market volatility. An exchange is a marketplace where securities, commodities, or financial instruments are bought and sold. A clearing house, on the other hand, acts as an intermediary to settle and clear these transactions, ensuring both parties fulfill their obligations.</p>
<h2>Key Functions of a Clearing House:</h2>
<p>For example, in Hong Kong, they are regulated by the Hong Kong Monetary Authority (HKMA), while in Singapore, it is the Monetary Authority of Singapore (MAS). They must also be well governed to ensure they operate effectively and efficiently, particularly given the complex legal and regulatory environment they operate in, which itself creates certain legal risks. If the trader doesn&#8217;t meet the margin call, the trade will be closed since the&nbsp;account cannot reasonably withstand further losses. This way, there is always sufficient money in the account to cover any losses which may occur. When the trade is closed, the remaining margin funds are released and the trader can use them to place future trades. Let&#8217;s take a closer look at what clearinghouses do and why they&#8217;re so important for the smooth operation of healthcare billing.</p>
<p>Technological advances have significantly transformed clearing operations within financial markets. Innovations in digital technology streamline processes, improve efficiency, and enhance security measures in transaction clearing and settlement. The evolving regulatory landscape necessitates that clearing houses stay abreast of changes in compliance requirements.</p>
<h2>Why Corporate Banking?</h2>
<p>In 1874 the London Stock Exchange Clearing-House was established for the purpose of settling transactions in stock, the clearing being effected by balance sheets and tickets. The Consolidated Stock Exchange of New York used clearing houses from its inception in 1885. This exchange existed in competition with the NYSE from 1885 to 1926 and averaged 23% of NYSE volume.</p>
<p>Clearing houses have a long history, evolving to become integral components of the global financial infrastructure. They also may serve as a medium for discussion and group action on matters of mutual interest, such as fixing service charges, exchanging credit information, gathering credit data, and regulating advertising. A common fear of traders about the market is getting involved in transactions that don’t end well, with one of the parties not fulfilling their end of the agreement. Clearing houses function to provide extra security so that investors can trade freely, knowing that their investment decisions will be honored and enforced by the clearing firm. Looking again at the diagram, the seller gives the goods to the clearing house, which then gives them to the futures buyer.</p>
<p>With the evolution of financial markets and the introduction of diverse financial instruments, the role of clearing houses expanded, becoming integral to the global financial infrastructure. A clearing house serves as an intermediary between buyers and sellers, managing risks and guaranteeing the completion of trades. Clearing members, on the other hand, are financial institutions or brokerage firms that are members of a clearing house.</p>
<p>To protect traders in the futures market, every transaction requires margin – a deposit of a percentage of the total value of the contract. For example, let’s say that a futures contract of prawns requires an initial margin deposit of $1,000 (which is held by the clearing house) and a maintenance margin of $800. Anyone who engages in any kind of financial transaction wants to be protected in regard to the transaction. The buyer wants to be assured of receiving the goods or services they purchased, and the seller wants to be assured of receiving payment. The clearing house stands in the middle and takes both sides to make sure that both parties are satisfied.</p>The post <a href="https://www.bogazicirestaurant.com.tr/bookkeeping/comprehensive-clearing-house-overview-for">Comprehensive Clearing House Overview for Financial Institutions</a> first appeared on <a href="https://www.bogazicirestaurant.com.tr">Boğaziçi Restaurant</a>.]]></content:encoded>
					
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		<title>Clearinghouse Definition, Examples, Functions, Importance</title>
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		<dc:creator><![CDATA[hosteva]]></dc:creator>
		<pubDate>Wed, 13 Aug 2025 18:38:57 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
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					<description><![CDATA[<p>A clearing house is an intermediary between buyers and sellers in financial markets. Its primary role is to facilitate the settlement of transactions, ensuring that the buyer receives the asset and the seller gets paid. Clearing houses help reduce the risk of default by guaranteeing trades and managing the transfer of funds and securities. These [&#8230;]</p>
The post <a href="https://www.bogazicirestaurant.com.tr/bookkeeping/clearinghouse-definition-examples-functions">Clearinghouse Definition, Examples, Functions, Importance</a> first appeared on <a href="https://www.bogazicirestaurant.com.tr">Boğaziçi Restaurant</a>.]]></description>
										<content:encoded><![CDATA[<p>A clearing house is an intermediary between buyers and sellers in financial markets. Its primary role is to facilitate the settlement of transactions, ensuring that the buyer receives the asset and the seller gets paid. Clearing houses help reduce the risk of default by guaranteeing trades and managing the transfer of funds and securities. These functions contribute to the efficiency, transparency, and stability of financial markets. Overall, the participants in a clearing house include clearing members, trading participants, clients of clearing members, central banks, regulatory authorities, custodians and depositories, and market data providers. The collaboration between these participants ensures the effective functioning of the clearing and settlement process, enhancing transparency, safety, and efficiency in financial markets.</p>
<p>Here’s an example of how a clearing house works, in this case to regulate a futures contract transaction. To get started, the clearing house would set initial and maintenance margin obligations to meet. Imagine that a trader purchases a futures contract, depositing the required initial margin that proves they can afford the trade. The clearing house holds these funds aside in the trader’s account, meaning they can’t be used for additional trading purposes. This ensures that the funds are used for their intended purpose, meeting contractual obligations with the seller. Clearing protects both the buyer and seller by authorising all transactions before a money transfer is completed or asset delivered to a buyer.</p>
<p>To protect traders in the futures market, every transaction requires margin – a deposit of a percentage of the total value of the contract. For example, let’s say that a futures contract of prawns requires an initial margin deposit of $1,000 (which is held by the clearing house) and a maintenance margin of $800. Anyone who engages in any kind of financial transaction wants to be protected in regard to the transaction. The buyer wants to be assured of receiving the goods or services they purchased, and the seller wants to be assured of receiving payment. The clearing house stands in the middle and takes both sides to make sure that both parties are satisfied.</p>
<h2>What Does ACH Stand For In Banking?</h2>
<p>The types of clearing houses include securities clearinghouses, commodity clearing houses, and derivatives clearing houses. In contrast, commodity clearing houses handle transactions in commodity markets, and derivatives clearing houses handle <a href="https://www.simple-accounting.org/clear-out-definition-and-meaning/">clearing house meaning</a> transactions in derivative instruments like futures and options. Key regulations impacting clearing houses include the Dodd-Frank Act, which mandates central clearing for certain derivatives transactions.</p>
<p>Furthermore, HMS USA prioritizes security and compliance, adhering to stringent industry standards to safeguard patient data. Their commitment to data integrity ensures that sensitive information remains confidential and protected. This step is crucial as it determines whether the provider receives payment for the services rendered. If there are any issues, the payer will communicate with the clearinghouse, which in turn informs the provider.</p>
<h2>Healthcare</h2>
<ul>
<li>Automated clearing house, or ACH, is a network operated by the National Automated Clearing House Association (NACHA).</li>
<li>The Clearing Corp. has to be registered with the regulatory bodies of that industry.</li>
<li>As you can imagine, with millions of trades every hour, it would be very difficult for a buyer and a seller to contact each other to settle the transaction on their own.</li>
<li>Types of claims data include pharmacy claims, dental claims, DME claims, inpatient and outpatient claims, and more.</li>
<li>A clearing house plays a crucial role in the banking industry, serving as a central hub for processing and settling financial transactions.</li>
</ul>
<p>This role not only streamlines operations but also improves transparency, as all transactions pass through a regulated entity. By acting as a neutral party, clearing houses foster trust among market participants. With the rise of digital transactions and the increasing complexity of global financial markets, clearing houses have had to adapt. They now leverage cutting-edge technologies, from AI to blockchain, to process millions of transactions daily. Their role in ensuring the stability and integrity of financial markets has never been more critical. Clearing houses continued to evolve over the centuries, adapting to the changing landscape of the financial industry.</p>
<h2>What Does BSA Stand For In Banking?</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="604px" alt="clearing house meaning" 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"/></p>
<p>A clearing house performs several functions, such as clearing and settling trades, guaranteeing transactions, and managing risk. It ensures that financial trades are completed smoothly by matching buy and sell orders, transferring funds, and delivering securities. The clearinghouse acts as a middleman, providing the security and efficiency necessary for financial market stability. As clearing houses evolve in response to market dynamics, several future trends are likely to reshape their operations. Increased reliance on technology, particularly in automating processes, is expected to enhance operational efficiency, reduce errors, and expedite transaction settlements.</p>
<h2>What is Clearing House and what is its role in the Clearing process?</h2>
<p>In the 19th century, with the rise of railroad companies and the expansion of stock markets in the United States, clearing houses became more prevalent. The New York Clearing House, founded in 1853, was one of the first clearing houses in the United States and played a critical role in facilitating the settlement of trades among member banks. One can avoid such risks if a person between the transactions is responsible for the default. So, it facilitates payment transactions or transactions like derivatives or securities. A clearinghouse takes the opposing position of each trade to act efficiently, considerably lowering the cost and risk of settling many transactions between different parties.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="604px" alt="clearing house meaning" 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"/></p>
<p>While clearing houses operate largely as a means of reducing the credit, counterparty, and settlement risks involved in a transaction, that does not mean that risks can be ignored when using one. When a trade is executed, the clearing house becomes the counterparty to both the buyer and the seller. This process – known as novation – allows the clearing house to assume the risk that one party may fail to fulfil their obligations under the contract. In addition to facilitating settlement, clearing houses may provide other services, such as trade matching, netting, and margining. Additionally, the adoption of blockchain technology is projected to revolutionize clearing operations. By providing a decentralized ledger, blockchain can offer greater transparency, security, and speed in transaction processing.</p>
<h2>Compliance Requirements</h2>
<p>In Europe, Euroclear and Clearstream provide many of these same clearing and settlement services for the EU, while the Hong Kong Exchanges and Clearing Limited (HKEX) serves that function in the&nbsp;Asian markets. On the flip side, requiring participants to post collateral certainly helps to promote financial stability, reduce&nbsp;credit risk, and inject confidence into a transaction. Under the rule, more trades would be sent to a clearing house, requiring counterparties to put up cash to guarantee execution in the event of defaults.</p>
<ul>
<li>They have become integral components of the global financial infrastructure, providing essential services to ensure the smooth functioning of the financial system.</li>
<li>While their goal is to reduce risk, the fact that they must serve as both buyer and seller at the start of a transaction exposes them to default risk from both parties.</li>
<li>It serves as a central centre for transaction processing, verification, and settlement, ensuring the efficient transfer of payments between various banks and their consumers.</li>
<li>This arrangement ensures that even if one party defaults on its obligations, the clearing house can fulfil them, reducing the risk of financial losses for other participants.</li>
<li>Its main role is to ensure that the transaction goes smoothly, with the buyer receiving the tradable goods he intends to acquire and the seller receiving the right amount paid for the tradable goods he is selling.</li>
</ul>
<p>Adaptability and proactive measures toward meeting these demands are vital in facilitating trust and stability in financial markets. The primary regulations governing these institutions include the Dodd-Frank Wall Street Reform and Consumer Protection Act, which mandates increased transparency and risk management practices. This legislation strengthens the central clearing of standardized derivatives, thus reducing systemic risk. Clearing houses operate within a complex regulatory environment designed to ensure stability and transparency in financial markets.</p>The post <a href="https://www.bogazicirestaurant.com.tr/bookkeeping/clearinghouse-definition-examples-functions">Clearinghouse Definition, Examples, Functions, Importance</a> first appeared on <a href="https://www.bogazicirestaurant.com.tr">Boğaziçi Restaurant</a>.]]></content:encoded>
					
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		<title>Accounting &#038; Tax Experts in Fresno, California</title>
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		<dc:creator><![CDATA[hosteva]]></dc:creator>
		<pubDate>Fri, 22 Nov 2024 08:23:45 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.bogazicirestaurant.com.tr/?p=9080</guid>

					<description><![CDATA[<p>If you’re ready to get started, just fill out this form and we’ll be in touch. If you’re ready to get started, just fill out this form and we’ll be in touch. If you’re ready to get started, just fill out this form and we’ll be in touch. If you’re ready to get started, just [&#8230;]</p>
The post <a href="https://www.bogazicirestaurant.com.tr/bookkeeping/accounting-tax-experts-in-fresno-california-15">Accounting & Tax Experts in Fresno, California</a> first appeared on <a href="https://www.bogazicirestaurant.com.tr">Boğaziçi Restaurant</a>.]]></description>
										<content:encoded><![CDATA[<p>If you’re ready to get started, just fill out this form and we’ll be in touch.</p>
<ul>
<li>If you’re ready to get started, just fill out this form and we’ll be in touch.</li>
<li>If you’re ready to get started, just fill out this form and we’ll be in touch.</li>
<li>If you’re ready to get started, just fill out this form and we’ll be in touch.</li>
<li>If you’re ready to get started, just fill out this form and we’ll be in touch.</li>
</ul>The post <a href="https://www.bogazicirestaurant.com.tr/bookkeeping/accounting-tax-experts-in-fresno-california-15">Accounting & Tax Experts in Fresno, California</a> first appeared on <a href="https://www.bogazicirestaurant.com.tr">Boğaziçi Restaurant</a>.]]></content:encoded>
					
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		<title>Fully Depreciated Assets Definition, Examples How to Account?</title>
		<link>https://www.bogazicirestaurant.com.tr/bookkeeping/fully-depreciated-assets-definition-examples-how</link>
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		<dc:creator><![CDATA[hosteva]]></dc:creator>
		<pubDate>Fri, 27 Sep 2024 07:00:52 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.bogazicirestaurant.com.tr/?p=8968</guid>

					<description><![CDATA[<p>It&#8217;s common to see depreciation referred to as the decline in an asset&#8217;s value due to wear and tear. This description may help people wrap their heads around the concept, but it isn&#8217;t actually correct. Depreciation is about allocating the cost of an asset, not putting a value on it. The book value is just [&#8230;]</p>
The post <a href="https://www.bogazicirestaurant.com.tr/bookkeeping/fully-depreciated-assets-definition-examples-how">Fully Depreciated Assets Definition, Examples How to Account?</a> first appeared on <a href="https://www.bogazicirestaurant.com.tr">Boğaziçi Restaurant</a>.]]></description>
										<content:encoded><![CDATA[<p>It&#8217;s common to see depreciation referred to as the decline in an asset&#8217;s value due to wear and tear. This description may help people wrap their heads around the concept, but it isn&#8217;t actually correct. Depreciation is about allocating the cost of an asset, not putting a value on it. The book value is just an accounting device (a trick, even); it&#8217;s not the same as the market value. The truck mentioned earlier may have a book value of $45,000 after one year, but if the company chose to sell it, it might get only $35,000.</p>
<ul>
<li>For a fully depreciated asset, the book value is zero as the entire cost has been written off.</li>
<li>Once a fixed asset has been fully depreciated, the key point is to ensure that no additional depreciation is recorded against the asset.</li>
<li>The initial value minus the residual value is also referred to as the &#8220;depreciable base.&#8221;</li>
<li>Because depreciation is a non-cash expense, it increases the company’s cash flow.</li>
<li>📊 This misalignment creates hidden costs, like higher utility bills, compliance risks, and potential unplanned replacement, all while your balance sheet still shows the asset as valuable.</li>
<li>Of course, if the asset is still usable, it probably has some value, but that&#8217;s irrelevant from the accounting standpoint.</li>
</ul>
<h2>What Is Equipment Depreciation? Hidden Costs + 4 Methods to Calculate</h2>
<p>This includes assets like computers, office equipment, vehicles, and construction tools. Some categories, like office furniture and appliances, fall under the seven-year category. With Facilio, you don’t just track depreciation—you minimize it by keeping assets running optimally, extending useful life, and timing replacements based on evidence, not estimates. Yet most teams only track depreciation retroactively, using static schedules that don’t reflect real-world asset performance.</p>
<p>Andy Smith is a Certified Financial Planner (CFP®), licensed realtor and educator with over 35 years of diverse financial management experience. He is an expert on personal finance, corporate finance and real estate and has assisted thousands of clients in meeting their financial goals over his career. Conversely, assets with slower depreciation—such as steel shelving or industrial boilers—can be safely extended, optimizing ROI. This loss can be driven by wear and tear, reduced efficiency, outdated technology, or even changes in safety regulations. The units-of-production method calculates depreciation based on the number of units produced or the hours of use. The straight-line method assumes that an asset loses value at a constant rate each year.</p>
<p>If an asset is still in working order, the company is free to keep using it as long as it wants. In accounting terms, it&#8217;s getting to use the asset for free from that point on. Of course, if the asset is still usable, it probably has some value, but that&#8217;s irrelevant from the accounting standpoint. IIn this case, ABC limited will record $20,000 per year as depreciation expense and credit the same to accumulated depreciation a/c. Below mentioned are the depreciation journal Entries ABC limited needs to pass in their books along with the necessary disclosure and presentation in the balance sheet. An asset becomes fully depreciated when its accumulated depreciation equals the asset’s cost minus its salvage value.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="what does fully depreciated mean" 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<h2>How are fully depreciated assets handled in taxes?</h2>
<p>Once an asset is fully depreciated, it no longer holds any financial value and is usually removed from a company’s balance sheet. A fully depreciated asset occurs when an asset’s accumulated depreciation equals its original cost or purchase price. This happens over time as the company recognizes the depreciation expense, typically using methods like straight-line depreciation or declining balance depreciation. The primary accounting implication is that no further depreciation expense can be recorded for a fully depreciated asset. This holds true even if the asset continues to be productive long past its initial estimated useful life, as it remains on the balance sheet at its cost, offset by the accumulated depreciation. A fully depreciated asset is a property, plant or piece of equipment (PP&amp;E) which, for accounting purposes, is worth only its salvage value.</p>
<h2>✅ 1. Is equipment depreciated over 5 or 7 years?</h2>
<p>Revaluation and disposal of fully depreciated assets are strategic decisions that can significantly influence a company’s financial <a href="https://www.business-accounting.net/do-you-write-off-fully-depreciated-assets/">what does fully depreciated mean</a> landscape. Revaluation involves adjusting the book value of an asset to reflect its current market value, which can provide a more accurate representation of the company’s asset base. This process can be particularly beneficial for businesses with assets that have appreciated in value or continue to generate substantial revenue despite being fully depreciated. By revaluing these assets, companies can enhance their balance sheets, offering a clearer picture of their financial health to stakeholders. Through regular depreciation expenses, the value of the asset gradually decreases, and at the end of its estimated useful life, the accumulated depreciation will match the original cost.</p>
<h2>How are fully depreciated assets reported on the balance sheet?</h2>
<p>Centralize your workflows, reduce downtime, and stay in control of every asset—anytime, anywhere. Discover how Facilio’s Connected CMMS turns depreciation into a strategic advantage. This method applies a fixed percentage to the book value each year, resulting in higher depreciation upfront.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="601px" alt="what does fully depreciated mean" 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"/></p>
<p>Fully Depreciated Assets are a significant term in finance as they refer to assets for which depreciation expense has been completely recognized by the company over the asset’s useful life. The understanding of this term is crucial, as it helps in understanding the financial health and the worth of a company. A fully depreciated asset is a depreciable asset for which no additional depreciation expense will be recorded.</p>
<h2>Navigating Crypto Frontiers: Understanding Market Capitalization as the North Star</h2>
<p>The double declining balance method can result in a higher depreciation expense in the early years of an asset&#8217;s life. The asset&#8217;s cost and its accumulated depreciation will continue to be reported on the balance sheet until the asset is disposed of, with the book value being equal to the estimated salvage value. The term “fully depreciated” is used in business and accounting to describe long-term assets. These are tangible items, such as equipment, vehicles, or buildings, that a company uses for more than one year. For an asset to be fully depreciated means its cost has been entirely accounted for as an expense over its operational life.</p>
<ul>
<li>It has reached the end of its useful life and has no remaining financial value.</li>
<li>Depreciation charges reduce a company&#8217;s earnings, which is helpful for tax purposes.</li>
<li>Each scenario has its own set of rules and potential benefits, making it essential for businesses to carefully plan their asset disposal strategies.</li>
<li>The IRS allows you to claim a loss on a fully depreciated asset, but only if you&#8217;ve properly disposed of it, such as by selling it.</li>
</ul>
<p>Selling fully depreciated assets can generate cash inflows, which can be reinvested into the business or used to improve liquidity. However, it may also trigger depreciation recapture, leading to tax liabilities. Scrapping assets, while not generating revenue, can eliminate ongoing maintenance costs and free up space for new investments. Donations can provide tax benefits in the form of charitable contribution deductions, though they require careful documentation to ensure compliance with tax laws. Fully depreciated assets, while no longer contributing to depreciation expenses, continue to play a significant role in financial reporting. These assets, still in use, remain on the balance sheet at their residual value, often zero, which can distort the true picture of a company’s asset base.</p>
<h2>Disposal of the Asset</h2>
<p>Each scenario has its own set of rules and potential benefits, making it essential for businesses to carefully plan their asset disposal strategies. Proper documentation and valuation are crucial in these cases to substantiate the deductions claimed. In the realm of accounting, managing fully depreciated assets is a nuanced task that holds significant implications for businesses. These assets, which have reached the end of their useful life in terms of depreciation but may still be operational, present unique challenges and opportunities.</p>
<p>It’s a common concept in accounting, but its implications go far beyond financial reporting. A Fully Depreciated Asset is a term used in finance to refer to an asset that has reached the end of its life cycle, and its accumulated depreciation equals its original cost. However, the asset can still be in use, but it cannot provide any further tax depreciation benefits. The asset&#8217;s cost and accumulated depreciation will continue to be reported on the balance sheet until it&#8217;s disposed of. This treatment continues until the asset is disposed of, either through sale, scrapping, or another form of removal from service.</p>The post <a href="https://www.bogazicirestaurant.com.tr/bookkeeping/fully-depreciated-assets-definition-examples-how">Fully Depreciated Assets Definition, Examples How to Account?</a> first appeared on <a href="https://www.bogazicirestaurant.com.tr">Boğaziçi Restaurant</a>.]]></content:encoded>
					
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		<dc:creator><![CDATA[hosteva]]></dc:creator>
		<pubDate>Sat, 10 Feb 2024 03:22:24 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.bogazicirestaurant.com.tr/?p=34148</guid>

					<description><![CDATA[<p>We want to make sure this site has all the information you need. If you have a question or need information not provided on this site, please let us know. Earn Kohl&#8217;s rewards on Kohl&#8217;s purchases when you shop with your Kohl&#8217;s Credit Card. Impact on Financial Ratios and Metrics Call us now to discuss [&#8230;]</p>
The post <a href="https://www.bogazicirestaurant.com.tr/bookkeeping/capital-lease-accounting-101-free-calculator">Capital Lease Accounting 101 Free Calculator</a> first appeared on <a href="https://www.bogazicirestaurant.com.tr">Boğaziçi Restaurant</a>.]]></description>
										<content:encoded><![CDATA[<p>We want to make sure this site has all the information you need. If you have a question or need information not provided on this site, please let us know. Earn Kohl&#8217;s rewards on Kohl&#8217;s purchases when you shop with your Kohl&#8217;s Credit Card.</p>
<h2>Impact on Financial Ratios and Metrics</h2>
<p>Call us now to discuss your options and ensure you’re making the most tax-efficient decision for your business. It’s very important to know the difference between capital and operating leases. You also show the depreciation and interest expenses you will later on your income statement. Making a lease into a capital lease changes a company’s financial statements a lot. The income statement shows costs for the asset and interest for the lease. It also changes cash flow calculations because of the way lease payments are handled.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="603px" alt="what is a capital lease versus an operating lease" 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"/></p>
<h2>Tax benefit of operating leases vs capital leases – Overview</h2>
<p>Operating lease affects the income statement of the lessee differently than capital lease. Under operating lease, the lessee records the lease payments as an operating expense in the income statement, which reduces the operating income and the net income of the lessee. Depending on the terms and conditions of the lease, the total amount of expenses recognized over the lease term may be higher or lower under operating lease than under capital lease. This may affect the earnings quality and the earnings volatility of the lessee.</p>
<h2>Bargain Purchase Option</h2>
<p>You can&nbsp;deduct up to $500,00 under section 179 for most property placed in service in tax years beginning in 2016. Additionally, the total cost you can deduct each year, after you apply the dollar limit, is limited again to the taxable income. As a general rule you cannot take section 179 if you have a loss from operations. 3Kohl&#8217;s Rewards® members earn Kohl’s rewards at a rate of 7.5% of the transaction subtotal for qualifying purchases when using their Kohl&#8217;s Card at Kohl’s stores or Kohls.com. Kohl’s Rewards® members will earn 5% with any other tender type. Qualifying purchases are calculated after all discounts and/or coupons are applied, before shipping, fees or tax is imposed and do not include the purchase of gift cards at Kohl’s.</p>
<h2>Top 40 BPO companies in the Philippines</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="600px" alt="what is a capital lease versus an operating lease" 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"/></p>
<p>With an Operating Lease, you&#8217;re essentially renting the equipment until the end of term, when you can then decide to either return or purchase it. Interested in a quicker and easier lease accounting experience? Accumulated depreciation is set off <a href="https://tax-tips.org/what-is-a-capital-lease-versus-an-operating-lease/">what is a capital lease versus an operating lease</a> against the gross asset value to get the net book value of the leased asset in the balance sheet. We address the steps required to capitalize an operating lease below. Understanding each option’s key differences can help you make an informed choice that aligns with your organization’s objectives and resources.</p>
<p>Under a capital lease, because you acquire an ownership interest in the property, you must show the property as a depreciable asset on your balance sheet. Now, think of a small business leasing a printer for just two years. Only yearly rental expenses are shown in their spending reports.</p>
<h2>Do Capital Leases Go on a Balance Sheet?</h2>
<p>Leasing fleet vehicles for business use is a common alternative to ownership. There are a number of reasons why companies lease, including balance sheet considerations, administrative ease and conservation of capital. So if, for example, a new two-ton truck has an estimated economic life of six years, and an organization leases it for five years, then it would most likely be considered a finance lease.</p>
<ul>
<li>In other words, the ownership rights remain with the owner of the asset.</li>
<li>Before any business owner signs on the dotted line for a lease of a vehicle or equipment they should carefully read the terms in order to understand the tax implications of the transaction.</li>
<li>In contrast, operating leases do not appear on the balance sheet as an asset or liability.</li>
<li>By understanding the concept of leasing from different angles, we can better evaluate the benefits and costs of leasing, as well as the opportunities and challenges that it presents.</li>
<li>Leasing can be a valuable and viable option for acquiring assets, but it also requires careful planning and management.</li>
<li>If the lease contract contains an option for the lessee to purchase the underlying asset, it fulfills the second criterion.</li>
</ul>
<h2>Save time, shop online more easily and stay in the know</h2>
<p>You, as the lessee, are essentially renting the asset for a specific period, and at the end of the lease term, the asset is returned to the owner. Operating leases are typically used for short-term leasing or when the lessee does not intend to keep the asset. An operating lease is a type of lease agreement that allows a business to use an asset for a short period of time, usually less than the useful life of the asset.</p>
<p>The long duration of capital leases allows businesses to spread the acquisition expenditure over a prolonged period, helping in better&nbsp;capital expenditure (CapEx)&nbsp;management. They typically offer fixed monthly payments, facilitating&nbsp;predictable cash flow, simplified budgeting, and enhanced cash flow management. The initial costs required for operating leases are generally lower compared to capital leases and significantly less than the upfront costs required for purchasing assets. Leasing serves as a good alternative to traditional loan financing, offering benefits like lower upfront costs and greater flexibility.</p>
<ul>
<li>This, as well as other factors, should be taken into account when deciding on the right lease for your business.</li>
<li>These costs reflect the wear and tear on the leased item and the rental cost of using it.</li>
<li>ASC 842 replaced ASC 840 at the end of 2018 and is now considered the standard that all U.S. businesses must adhere to.</li>
<li>If you find your card, you can unlock it and continue to use it as normal.</li>
<li>Economic life refers to the period of time during which an asset is expected to be useful.</li>
</ul>
<p>For finance leases, the asset you’re leasing is recorded on your balance sheet as if it were purchased, along with a corresponding liability representing the obligation to make future lease payments. The depreciation and interest expenses of the asset are recognized over time, so it’s important to know that if you choose a finance lease you’ll have to track the asset as if it belongs to you. While holding the liability can be a risk, the reward of this type of lease is that you own the asset at the end. Choosing the right lease for your business needs is not a simple decision.</p>
<p>For accounting and tax purposes, capital leases are treated the same way as financed property. Operating leases are another type of lease that have different parameters surrounding them. By examining the distinctive aspects between capital and operating leases, we can unravel how each lease type influences a company’s financial health. For an operating lease, you record the amortization of the ROU asset, but you don’t need to record the interest expense.</p>The post <a href="https://www.bogazicirestaurant.com.tr/bookkeeping/capital-lease-accounting-101-free-calculator">Capital Lease Accounting 101 Free Calculator</a> first appeared on <a href="https://www.bogazicirestaurant.com.tr">Boğaziçi Restaurant</a>.]]></content:encoded>
					
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		<title>Credit Cards, Checking, Savings &#038; Auto Loans</title>
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		<dc:creator><![CDATA[hosteva]]></dc:creator>
		<pubDate>Fri, 09 Feb 2024 23:26:47 +0000</pubDate>
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					<description><![CDATA[<p>This type of lease allows businesses to utilize assets for specific projects or needs without committing to long-term ownership. The terminology shift from “capital lease” to “finance lease” reflects changes in accounting standards, specifically with the adoption of IFRS 16 and ASC 842. Despite the change in nomenclature, the economic substance and legal structure of [&#8230;]</p>
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										<content:encoded><![CDATA[<p>This type of lease allows businesses to utilize assets for specific projects or needs without committing to long-term ownership. The terminology shift from “capital lease” to “finance lease” reflects changes in accounting standards, specifically with the adoption of IFRS 16 and ASC 842. Despite the change in nomenclature, the economic substance and legal structure of these leases remain consistent. Accounting for capital leases must adhere to the requirements defined by the Financial Accounting Standards Board (FASB). FASB has issued accounting standards related to leases, including ASC 840 and&nbsp;ASC 842, which govern the accounting treatment of capital leases.</p>
<p>For example, if a tractor has a useful life of 20 years, the finance lease would be for at least 15 years, and you would own the tractor at the end of the lease. An operating lease is a written agreement that allows you to use or occupy property without the benefits or risks of owning the property. The property may be real property, such as land or buildings, or personal property, such as heavy equipment, machinery, or vehicles. A&nbsp;capital lease&nbsp;is a written agreement that gives you ownership rights in the property you’re leasing, while the lessor finances it.</p>
<h2>What are the four criteria of a capital lease?</h2>
<p>The leased asset isn’t an inherently greater liability for the lessee simply because the lessor includes a purchase option. In summary, Capital Leases and Operating Leases serve different purposes and have distinct financial implications. Understanding the key differences and considering your business&#8217;s specific requirements are crucial steps in making the right lease choice.</p>
<h2>Key elements of an operating lease</h2>
<ul>
<li>There is no difference whatsoever between the three leases on the ground.</li>
<li>This distinction can significantly impact key financial ratios and metrics, such as debt-to-equity ratio and return on assets, making equipment lease tax treatment an important consideration.</li>
<li>Capital leases are recorded as both an asset and a liability on the lessee&#8217;s balance sheet.</li>
<li>This classification can significantly impact a company’s financial statements by influencing reported expenses, depreciation, and liabilities.</li>
</ul>
<p>However, there are a couple of important considerations; the lifespan and type of asset (in this case the fleet vehicle) as well as how it will be reflected in your company&#8217;s accounts. A lease is considered a finance lease if the lessor will have no alternative use for the asset at the end of the lease term. These criteria identify which party bears the most liability for the asset according to the terms, duration, and costs of the lease and remaining value of the asset. A capital Lease, on the other hand, is a contract that is signed between both parties for an asset, which is supposed to be treated like a fixed asset on the balance sheet of the lessee. This particular lease is mostly on a long-term basis, and cannot be canceled by the lessee, or the lessor. Assets such as machinery, vehicles, and real estate are often obtained through capital lease agreements.</p>
<h2>Example of capitalizing an operating lease on a company’s financial statements</h2>
<p>Capital Leases require the lessee to record the asset and its depreciation, impacting financial ratios, whereas Operating Leases do not affect the balance sheet in the same way. By providing specific answers, it determines whether a lease is treated as a capital or operating one. This aids in correct accounting and financial report preparation.</p>
<h2>How Does Lease Type Impact Accounting?</h2>
<p>The lease term is equal to or greater than 75% of the asset&#8217;s estimated economic life. The lease transfers the ownership of the asset to the lessee by the end of the lease term. If you&#8217;ve got questions or would like a no-cost, no-obligation payment quote on the equipment you&#8217;re eyeing, let us know! We&#8217;d be happy to guide you through the options we have available.</p>
<h2>Follow the steps below to activate and begin using your new Kohl’s Credit Card.</h2>
<ul>
<li>The lessee has to bear the risk of impairment or damage of the asset, as it is considered the owner of the asset.</li>
<li>We address the steps required to capitalize an operating lease below.</li>
<li>On the financial statement side, capital leases can heighten a company’s liabilities, potentially limiting its future borrowing capacity.</li>
<li>As you can see, a capital lease has a significant impact on the lessee&#8217;s balance sheet and income statement, as it increases their assets, liabilities, expenses, and cash flows.</li>
<li>In this article, we&#8217;re going to focus on equipment leasing&#8230;specifically Operating Leases (also known as True Tax Leases) and Capital Leases.</li>
<li>Learn when and how to replace an existing Capital One credit card and how long it will take to receive it.</li>
</ul>
<p>The lessor maintains ownership, and the lease payments are viewed as operating costs. Assets commonly leased under such agreements involve commercial vehicles and properties (like office spaces, retail outlets, and storage facilities). The concept of a longer lease term supports businesses aiming to secure the advantages of a capital lease over an extended duration. It particularly suits industries where the asset’s lifecycle exceeds the standard periods covered by operating leases. An operating lease is an asset rental from a lessor, but it doesn&#8217;t fall under the same terms that would categorize it as a capital lease. Operating leases keep businesses from having to record the assets on the balance sheet.</p>
<h2>How does a capital lease affect financial statements?</h2>
<p>The machine has a fair market value of $40,000 at the beginning of the lease term, and an estimated useful life of 10 years. The lease contains a bargain purchase option that allows the company to buy the machine for $5,000 at the end of the lease term. On the other hand, capital leases are advantageous for items with long-term utility and assets that retain their value over time. As the leased asset serves as collateral in a capital lease, businesses with limited credit history or lower credit scores may find it easier to acquire capital assets. Companies with stable cash flow may consider capital leases for <a href="https://tax-tips.org/what-is-a-capital-lease-versus-an-operating-lease/">what is a capital lease versus an operating lease</a> their potential high returns and lower risk compared to other investments. Since the lessee takes on all the risks of ownership in a finance lease, increased risk is one of the main cons of a finance lease agreement.</p>
<h2>Lower risks</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="603px" alt="what is a capital lease versus an operating lease" 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"/></p>
<p>Operating Lease is basically utilized by the company when they want to use an asset, but they do not want to purchase it. ASC 842 became effective for fiscal years beginning after December 15, 2018 for public companies and later for private companies, enhancing transparency and comparability in lease reporting. Thomas Richard Suozzi (born August 31, 1962) is an accomplished U.S. politician and certified public accountant with extensive experience in public service and financial management.</p>
<p>You also classify payments as operating activities in the cash flows statement. Let’s say that, when reasonably accounting for discount rates and inflation, a lease for a used piece of machinery is valued at $24,000. If the same piece of machinery at a comparable age and in comparable condition can be consistently found in active markets for the price of $25,000, then that could be considered its fair value. In this case the present value of $24,000 for the lease payments is 96% of the fair value for the asset of $25,000, which would likely qualify the lease as a finance lease. A lease is considered a finance lease if it includes an option to purchase the asset at the end of the term and the lessee intends to exercise that option.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="602px" alt="what is a capital lease versus an operating lease" 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"/></p>
<p>The lease term test evaluates whether the term of the lease is for the major part of the useful economic lifespan of the underlying asset or not. If the lease contract fulfills this criterion, the lessee effectively holds control of the asset. The transfer of ownership under ASC 842 closely resembles ASC 606 for the transfer of title of an asset. The business entity can assess the legal transfer of title under ASC 606.</p>
<p>We’re right there with you throughout the process—providing support, answering questions, and guiding you every step of the way to successful and compliant lease accounting. Fair value refers to the price at which an asset would be sold according to the market rates at the date of lease commencement. To determine the fair value of an asset, ASC 820 offers a hierarchy of inputs, with each subsequent level to be used only if inputs from the previous levels are unavailable. This often occurs because the leased asset is highly specialized. For example, a lessee might lease a custom-built piece of machinery that was designed specifically for their needs, but which would have no application outside of their own use case.</p>
<p>One of the main differences between capital lease and operating lease is how they are reported in the financial statements of the lessee (the entity that leases the asset). In contrast, operating leases do not appear on the balance sheet as an asset or liability. Instead, lease payments are treated as operating expenses and are recognized on the income statement as they are paid.</p>The post <a href="https://www.bogazicirestaurant.com.tr/bookkeeping/credit-cards-checking-savings-auto-loans">Credit Cards, Checking, Savings & Auto Loans</a> first appeared on <a href="https://www.bogazicirestaurant.com.tr">Boğaziçi Restaurant</a>.]]></content:encoded>
					
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		<title>Book Value Accounting Stable Value Investment Association</title>
		<link>https://www.bogazicirestaurant.com.tr/bookkeeping/book-value-accounting-stable-value-investment</link>
					<comments>https://www.bogazicirestaurant.com.tr/bookkeeping/book-value-accounting-stable-value-investment#respond</comments>
		
		<dc:creator><![CDATA[hosteva]]></dc:creator>
		<pubDate>Wed, 13 Dec 2023 00:18:02 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.bogazicirestaurant.com.tr/?p=30611</guid>

					<description><![CDATA[<p>This method is used to recognize the majority of an asset’s depreciation early in its lifespan. Company B has stockholders’ equity of $200,000 and 50,000 shares outstanding. As an accounting calculation, book value is different from an asset’s market value, which is contingent on supply and demand, and perceived value. If you&#8217;re looking at an [&#8230;]</p>
The post <a href="https://www.bogazicirestaurant.com.tr/bookkeeping/book-value-accounting-stable-value-investment">Book Value Accounting Stable Value Investment Association</a> first appeared on <a href="https://www.bogazicirestaurant.com.tr">Boğaziçi Restaurant</a>.]]></description>
										<content:encoded><![CDATA[<p>This method is used to recognize the majority of an asset’s depreciation early in its lifespan. Company B has stockholders’ equity of $200,000 and 50,000 shares outstanding. As an accounting calculation, book value is different from an asset’s market value, which is contingent on supply and demand, and perceived value.</p>
<ul>
<li>If you&#8217;re looking at an individual asset, the carrying value and book value are usually the same.</li>
<li>It provides accurate accounting records of the original value of a fixed asset (for instance, a piece of equipment) and adjusts it based on a scheduled loss of value called depreciation.</li>
<li>On a real balance sheet, this figure would then be combined with revenue, debt, and other factors to give a sense of the company&#8217;s overall book value.</li>
<li>This usually signals ongoing losses, large write-downs, or excessive debt.</li>
</ul>
<h2>How to calculate book value of assets</h2>
<p>A company’s book value is an accounting measure, while its market value is set by financial markets. Market value, or market capitalization, is calculated by multiplying the current stock price by the total number of outstanding shares. Book value is based on historical cost, while market value is forward-looking, reflecting investor sentiment about future growth. Book value refers to the net worth of an asset or company based on its balance sheet, calculated as total assets minus total liabilities. It represents the accounting value of shareholders&#8217; equity using historical cost principles. When intangible assets and goodwill are explicitly excluded, the metric is often specified to be tangible book value.</p>
<h2>Is book value the same as equity?</h2>
<p>They are listed <a href="https://www.simple-accounting.org/how-are-book-value-and-market-value-different/">book value accounting</a> in order of liquidity (how quickly they can be turned into cash). The book value shown on the balance sheet is the book value for all assets in that specific category. Book value does not need to be calculated for more stable assets that aren&#8217;t subject to depreciation, such as cash and land. Depreciable assets&nbsp;have lasting value, and they include items such as furniture, equipment, buildings, and other&nbsp;personal property. If a corporation’s balance sheet reports stockholders’ equity of $245,000, the corporation’s book value is that amount. If a company’s computer system had a cost of $300,000 and it has accumulated depreciation of $80,000, the computer system has a book value of $220,000.</p>
<h2>Book Value vs. Market Value</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="607px" alt="book value accounting" 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"/></p>
<p>So it’s crucial for companies to maintain detailed records to assess the true value of your assets, changes, efficiency, and new equipment decisions. Ensure that asset records are regularly updated to reflect any changes in value, depreciation, or amortization. This will help maintain accurate book values and provide a clear picture of a company&#8217;s financial position. For example, a company with a high book value may still have low market value if its assets are outdated or if it has high levels of debt. Conversely, a company with a low book value may have high market value if it has valuable intangible assets or strong growth prospects. In the case of a business, book value is usually calculated as part of a sale, investment decision or liquidation of the business.</p>
<h2>Understanding book value</h2>
<p>Unlike cash holdings, the value of physical assets like machinery, equipment, vehicles, and buildings fluctuates over time. Keeping an accurate estimate of this decline is central to accounting accuracy. An accurate financial picture is key to making good decisions for the future. Part of this picture is understanding the value of the assets within your organization and how usage and time affect this figure. Accumulated depreciation is the total amount of depreciation expense recorded for an asset from the time it was put into service until the present.</p>
<p>The asset is still held on the books at cost, but another account is created to account for the accumulated depreciation on the asset. Learning how to calculate book value is as simple as subtracting the accumulated depreciation from the asset&#8217;s cost. By automating transaction coding, flagging misclassified purchases, and keeping your books synced with real-time activity, Ramp ensures your balance sheet reflects what’s actually happening inside the business.</p>
<p>For the past 52 years, Harold Averkamp (CPA, MBA) hasworked as an accounting supervisor, manager, consultant, university instructor, and innovator in teaching accounting online. For the past 52 years, Harold Averkamp (CPA, MBA) has worked as an accounting supervisor, manager, consultant, university instructor, and innovator in teaching accounting online. Boost your confidence and master accounting skills effortlessly with CFI’s expert-led courses! Choose CFI for unparalleled industry expertise and hands-on learning that prepares you for real-world success. This entry is made by the issuer of the stock, not the investor making the conversion from bonds to stock. Calculating NBV and all your other key figures is easier with the right tools.</p>
<p>In order to help you advance your&nbsp;career, CFI has compiled many resources to assist you along the path. Straight-line depreciation is helpful when the original value is known, and the asset depreciates predictably. Consider asset age, condition, and degree of wear-and-tear or obsolescence as you calculate net book value. Leverage the full capabilities of Lark Sheets to document, track and collaborate on your accounting projects initiatives.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="606px" alt="book value accounting" 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"/></p>
<ul>
<li>Book value plays a crucial role in regulatory environments across multiple industries.</li>
<li>You are also responsible for recording an asset’s book value in your books and financial statements.</li>
<li>Book value can be applied individually to an asset, or it can be broadly applied to an entire company.</li>
<li>Regularly compare the book value of assets to their market value to identify any discrepancies.</li>
<li>The P/B ratio helps investors assess if a stock is overvalued or undervalued relative to its net assets.</li>
</ul>
<p>The concept of book value and market value are very different in nature even though they both attempt to estimate how much an asset or a business is worth. Depreciation is the systematic allocation of the cost of an asset over its useful life. It is used to reflect the wear and tear, obsolescence, or aging of an asset.</p>
<p>To make the most of book value in accounting, follow best practices such as maintaining accurate records, considering market conditions, and regularly comparing book value to market value. By doing so, businesses can ensure accurate financial reporting and make informed decisions based on reliable data. Also known as nominal or par value, face value is a company’s value listed in the books and share certificate. On the other hand, book value is the value of shares in a company’s book of accounts. In other words, it is the amount that shareholders can get when a company decides to wind up and sell its assets to repay its debt.</p>The post <a href="https://www.bogazicirestaurant.com.tr/bookkeeping/book-value-accounting-stable-value-investment">Book Value Accounting Stable Value Investment Association</a> first appeared on <a href="https://www.bogazicirestaurant.com.tr">Boğaziçi Restaurant</a>.]]></content:encoded>
					
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			</item>
		<item>
		<title>What Is Book Value and How Is It Calculated?</title>
		<link>https://www.bogazicirestaurant.com.tr/bookkeeping/what-is-book-value-and-how-is-it-calculated</link>
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		<dc:creator><![CDATA[hosteva]]></dc:creator>
		<pubDate>Tue, 12 Dec 2023 18:24:48 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.bogazicirestaurant.com.tr/?p=30609</guid>

					<description><![CDATA[<p>It attempts to match the book value with&#160; the real or actual value of the company. Book value is typically shown per share, determined by dividing all shareholder equity by the number of common stock shares that are outstanding. While book value provides a foundational accounting perspective, market and fair values offer a more current, [&#8230;]</p>
The post <a href="https://www.bogazicirestaurant.com.tr/bookkeeping/what-is-book-value-and-how-is-it-calculated">What Is Book Value and How Is It Calculated?</a> first appeared on <a href="https://www.bogazicirestaurant.com.tr">Boğaziçi Restaurant</a>.]]></description>
										<content:encoded><![CDATA[<p>It attempts to match the book value with&nbsp; the real or actual value of the company. Book value is typically shown per share, determined by dividing all shareholder equity by the number of common stock shares that are outstanding. While book value provides a foundational accounting perspective, market and fair values offer a more current, market-driven assessment of an asset’s economic worth. Understanding these distinctions is important for a comprehensive view of a company’s financial position.</p>
<h2>Navigate Through Book Value Calculations to Evaluate Your Business’s Worth</h2>
<p>In its purest form, it represents the carrying value of such assets, as reflected in the balance sheet. The book value of an asset is the amount of cost in its asset account less the accumulated depreciation applicable to the asset. The book value of a company is the amount of owner’s or stockholders’ equity.</p>
<h2>Book Value vs. Market Value</h2>
<p>Historical cost generally means the original cost at the time of a transaction. For instance, a company&#8217;s real estate holdings may occasionally increase in market value while its outdated machinery may decrease in value due to technical improvements. A business should detail all of the information you need to calculate book value on its balance sheet.</p>
<h2>Book Value and Financial Modeling</h2>
<p>For example, consider a value investor who is looking at the stock of a company that designs and sells apps. Because it is a technology company, a major portion of the company’s value is rooted in the ideas for, and rights to create, the apps it markets. An alternative approach to recording a bond conversion is the market value approach, under which a gain or loss on the transaction may be recognized. Depreciation prevents a company from recording the “brand new” price of an asset indefinitely.</p>
<ul>
<li>Assets are recorded on the balance sheet at their original purchase price, which is not always updated to reflect current market conditions.</li>
<li>In these cases, the market may be pricing in problems the balance sheet doesn’t capture.</li>
<li>If a company’s computer system had a cost of $300,000 and it has accumulated depreciation of $80,000, the computer system has a book value of $220,000.</li>
<li>However, it does provide an important function for users of accounts since it is based on prudent principles, and can sometimes be used to indicate the minimum value (or floor value) that the company is worth.</li>
<li>Every year as depreciation is booked for an asset, the accumulated depreciation account is credited.</li>
</ul>
<h2>New share issues and dilution</h2>
<p>Financial markets generally price major banks between 0.8x to 2.5x book value, with the range reflecting differences in profitability, asset quality, and regulatory environment. During periods of financial stress, even premium banks may trade closer to book value as investors focus on tangible asset coverage. Consider Centene Corporation (CNC), a healthcare company that currently trades at approximately 0.5x book value—meaning investors can buy $1 of assets for roughly $0.50.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="609px" alt="book value accounting" 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"/></p>
<ul>
<li>For instance, let us say that Company A and Company B have net worths of $10 million and $12 million, respectively.</li>
<li>In other words, it is the value of an asset based on its original cost, minus any accumulated depreciation or amortization.</li>
<li>The net book value of a company is not the same as the market value of a company, since the book values of the assets and liabilities are not the same as the market values of all the assets and liabilities.</li>
<li>This ensures that assets are recorded accurately and the book value accurately reflects the true net worth.</li>
<li>The book value doesn’t necessarily reflect how much an asset is worth if it were to be sold as it only takes into account the historical value of it.</li>
<li>If the machine produces 200,000 bottles in year one, that year’s depreciation would be $18,000.</li>
</ul>
<p>What book value means in accounting and investing, how to calculate it and why it’s a key metric for evaluating business performance. The term Net Book Value (NBV) is related to the net value of a firm’s assets &amp; hence, it is shown on the asset side of a balance sheet. The formula you use depends on whether you are trying to find an asset’s carrying value or your small business’s book value. ABC and Bros purchased a Machinery for Rs. 1,00,000 and recorded its value in the balance sheet at the end of the third year to be Rs. 72,900. Accumulated depreciation of $65,000 has been charged to the machine as well as $45,000 in impairment charges. We’ll take a closer look at the definition and importance of book value on market prices in the business <a href="https://www.simple-accounting.org/how-are-book-value-and-market-value-different/">book value accounting</a> world.</p>
<h2>Uses of books</h2>
<p>The per-share calculation divides total book value by outstanding shares, creating a per-unit metric for comparison purposes. This figure represents the accounting value of what belongs to shareholders after all debts are settled. You are also responsible for recording an asset’s book value in your books and financial statements.</p>
<p>Accounting principles and tax laws outline the specific requirements for depreciating assets. Depreciating an asset acknowledges that assets and tangible items lose value over time. For instance, a car will have much higher value and more usefulness rolling off the lot than five years (and thousands of miles) later. Let’s walk through a practical example of calculating net book value for a piece of manufacturing equipment. Say your company purchased an automated assembly line system for $100,000. The equipment has an expected useful life of five years and an estimated salvage value of $10,000.</p>
<p>In other words, the book value adjusts the historical cost of an asset by the accumulated depreciation. If equity declines faster than the share count, BVPS can fall, even if the business remains profitable. This can inflate the price-to-book ratio and make the stock appear more expensive relative to its book value, even when fundamentals haven’t changed. Book value gives you a grounded way to understand what a company actually owns, what it owes, and what’s left for shareholders.</p>
<p>This metric provides a snapshot of a company’s value based on its financial statements at a specific point in time. Book value is a company’s net worth calculated by deducting liabilities and intangible assets from total assets. In contrast, market value is a company’s overall value based on the current share price and the total number of outstanding shares. For a company, a simple book value is calculated by subtracting total liabilities from total assets. More detailed book values take other factors into account, such as also deducting intangible assets.</p>The post <a href="https://www.bogazicirestaurant.com.tr/bookkeeping/what-is-book-value-and-how-is-it-calculated">What Is Book Value and How Is It Calculated?</a> first appeared on <a href="https://www.bogazicirestaurant.com.tr">Boğaziçi Restaurant</a>.]]></content:encoded>
					
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			</item>
		<item>
		<title>Capital Budgeting: Key Components, Decisions, and Techniques</title>
		<link>https://www.bogazicirestaurant.com.tr/bookkeeping/capital-budgeting-key-components-decisions-and</link>
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		<dc:creator><![CDATA[hosteva]]></dc:creator>
		<pubDate>Fri, 10 Jun 2022 12:13:47 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.bogazicirestaurant.com.tr/?p=13635</guid>

					<description><![CDATA[<p>The Profitability Index method is beneficial because it can be used to evaluate multiple projects in situations where resources are constrained, helping you select the most promising investments. NPV is powerful because it accounts for both the time value of money and the risk involved. However, choosing the right discount rate is critical—too high a [&#8230;]</p>
The post <a href="https://www.bogazicirestaurant.com.tr/bookkeeping/capital-budgeting-key-components-decisions-and">Capital Budgeting: Key Components, Decisions, and Techniques</a> first appeared on <a href="https://www.bogazicirestaurant.com.tr">Boğaziçi Restaurant</a>.]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/07/017c536d-2d25-49cc-bd6a-7c16773402fb-300x248.jpg" width="252px" alt="capital budgeting involves"/></p>
<p>The Profitability Index method is beneficial because it can be used to evaluate multiple projects in situations where resources are constrained, helping you select the most promising investments. NPV is powerful because it accounts for both the time value of money and the risk involved. However, choosing the right discount rate is critical—too high a rate can make an otherwise good project look unappealing, while too low a rate can overestimate the value of the investment.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/04/a3c07bb5-39d3-4b6a-b374-253f935c5857.jpg" width="258px" alt="capital budgeting involves"/></p>
<h2>The Role of Accounting in Capital Budgeting</h2>
<p>This strategy involves integrating regulatory expertise into investment evaluations and decision-making processes. To address the challenge of accurate cash flow forecasting, organizations should employ enhanced forecasting methods. Using advanced statistical techniques, machine learning algorithms, and big data analytics, businesses can improve the accuracy of projections. Without accurate and timely information on project costs and progress, it becomes difficult to assess the performance of investments and make informed decisions about <a href="https://www.bookstime.com/articles/capital-budgeting">capital budgeting involves</a> resource allocation. This challenge can lead to cost overruns, delayed corrective actions, and reduced overall project effectiveness.</p>
<ul>
<li>Determining the cost of capital is crucial in the capital budgeting process.</li>
<li>Once a project has been determined to be a strategic fit, the next step in the process is to forecast future cash flows from the project.</li>
<li>Following capital budgeting process steps enable businesses to make informed capital budgeting decisions.</li>
<li>They include the Payback Period, Discounted Payment Period, Net Present Value, Proﬁtability Index, Internal Rate of Return, and Modiﬁed Internal Rate of Return.</li>
<li>To address this challenge, organizations must employ sophisticated forecasting techniques, regularly update projections, and incorporate scenario analysis in their capital budget management practices.</li>
<li>It guides decision-makers in choosing investments that will generate the best returns over time while balancing risk and resource allocation.</li>
</ul>
<h2>Ensure transparency in processes</h2>
<p>However, capital budgeting methods include adjustments for the time value of money (discussed in AgDM File C5-96, Understanding the Time Value of <a href="https://www.youtube.com/results?search_query=retained+earnings">retained earnings</a> Money). Capital investments create cash ﬂows that are often spread over several years into the future. To accurately assess the value of a capital investment, the timing of the future cash ﬂows are taken into account and converted to the current time period (present value). One of the key advantages of capital budgeting is that it facilitates improved long-term decision making. By applying the best capital budgeting in financial management techniques, you can effectively allocate limited resources to projects that promise the best returns and meet business objectives.</p>
<div style='text-align:center'><iframe width='562' height='314' src='https://www.youtube.com/embed/DKc898ojWm8' frameborder='0' alt='capital budgeting involves' allowfullscreen></iframe></div>
<h2>Trade-offs in Project Selection</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/01/what-is-expense-management-1.jpg" width="256px" alt="capital budgeting involves"/></p>
<p>Capital budgeting differs significantly between public and private organizations. These  examples highlight the integral role of the capital <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> asset budgeting process. Organizations can invest in their operations in a fiscally responsible way. Thus, the process is complex, consisting of the various steps required to be followed strictly before finalizing the project. A positive NPV on a base case projection indicates that the project is worth pursuing. However, this alone should not be the sole basis for proceeding with the investment.</p>
<ul>
<li>Capital budgeting employs various techniques like net present value (NPV) and internal rate of return (IRR) to assess the profitability of long-term investments.</li>
<li>Other factors such as the economic environment, political stability, and unforeseen fluctuations in industry trends could affect a project&#8217;s outcomes.</li>
<li>Accurate cash flow estimation is crucial, as it forms the basis for evaluating a project’s financial viability.</li>
<li>Net present value describes as the summation of the present value of cash inflow and the present value of cash outflow.</li>
<li>Risk assessment is a fundamental aspect of capital budgeting, enabling companies to identify, evaluate, and manage potential uncertainties.</li>
</ul>
<h2>Understanding Debt Ratios for Financial Health Analysis</h2>
<p>Capital asset management requires a lot of money; therefore, before making such investments, they must do capital budgeting to ensure that the investment will procure profits for the company. The companies must undertake initiatives that will lead to a growth in their profitability and also boost their shareholder’s or investor’s wealth. This can be easily amended by implementing a discounted payback period model, however. The discounted payback period factors in TVM and allows a company to determine how long it takes for the investment to be recovered on a discounted cash flow basis.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/Screenshot_18.jpg" width="250px" alt="capital budgeting involves"/></p>
<p>In this section, we will explore some of the most significant challenges and limitations that organizations face when implementing capital budgeting. By providing financial data, the accounting department helps in identifying investment opportunities that can fuel the growth of the company. In capital budgeting, the time value of money is a crucial concept that  takes into account the fact that a dollar received today is worth more than a dollar received in the future.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/09/qwe-300x200.png" width="256px" alt="capital budgeting involves"/></p>
<ul>
<li>A standardized approach allows for fair comparisons between different projects and ensures that all relevant factors are considered in each evaluation.</li>
<li>Consider whether they offer implementation assistance, training resources, and ongoing technical support.</li>
<li>Common techniques include Net Present Value (NPV), Internal Rate of Return (IRR), and payback period.</li>
<li>In contrast, Budget Maestro by Centage aims to bridge the gap with an intuitive software interface that guides clients through the budgeting process.</li>
<li>If the profitability index of a project is greater than 1, it is considered a good investment.</li>
</ul>
<p>This example has a payback period of four years which is worse than that of the previous example. The large $15,000,000 cash inflow occurring in year five is ignored for the purposes of this metric, however. Throughput methods entail taking the revenue of a company and subtracting variable costs. This method results in analyzing how much profit is earned from each sale that can be attributable to fixed costs. Any throughput is kept by the entity as equity when a company has paid for all fixed costs.</p>The post <a href="https://www.bogazicirestaurant.com.tr/bookkeeping/capital-budgeting-key-components-decisions-and">Capital Budgeting: Key Components, Decisions, and Techniques</a> first appeared on <a href="https://www.bogazicirestaurant.com.tr">Boğaziçi Restaurant</a>.]]></content:encoded>
					
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		<title>Asnani CPA Tax, Bookkeeping &#038; Accounting for Business San Francisco CA</title>
		<link>https://www.bogazicirestaurant.com.tr/bookkeeping/asnani-cpa-tax-bookkeeping-accounting-for-business-2</link>
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		<dc:creator><![CDATA[hosteva]]></dc:creator>
		<pubDate>Wed, 18 May 2022 13:32:16 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.bogazicirestaurant.com.tr/?p=10048</guid>

					<description><![CDATA[<p>Rather than a one-size-fits-all approach, we focus on tailoring our services to address your specific challenges and leverage opportunities for growth in the Bay Area. Face economic shifts and rapid business growth with ease with our scalable accounting solutions. At Unity Communications, our services are designed to expand as your business and the San Francisco [&#8230;]</p>
The post <a href="https://www.bogazicirestaurant.com.tr/bookkeeping/asnani-cpa-tax-bookkeeping-accounting-for-business-2">Asnani CPA Tax, Bookkeeping & Accounting for Business San Francisco CA</a> first appeared on <a href="https://www.bogazicirestaurant.com.tr">Boğaziçi Restaurant</a>.]]></description>
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" width="252px" alt="accounting services san francisco"/></p>
<p><p>Rather than a one-size-fits-all approach, we  focus on tailoring our services to address your specific challenges and leverage opportunities for growth in the Bay Area. Face economic shifts and rapid business growth with ease with our scalable accounting solutions. At Unity Communications, our services are designed to expand as your business and the San Francisco market evolve.</p>
</p>
<p><h2>Certified public accountants</h2>
</p>
<p><p>It can support clients in any area of the world thanks to its International Tax team, which is one of the largest on the West Coast. BPM has been one of the top CPA firms in San Francisco for since 1986,&nbsp;working&nbsp;with public companies in Silicon Valley and across the US. Every business, regardless of size or industry, needs to be able to find CPA firms in San Francisco that understand their needs and can help them grow as part of one of the most exciting business communities on the planet. We deliver great value, and we take great pride in the success of our clients. We act as your recruiter, whether you’re aiming for growth targets or just looking to add a valuable member or two to your team. Over 60% of small and medium-sized enterprises engage in outsourcing to access specialized accounting expertise.</p>
</p>
<ul>
<li>But we love that we can also go to them for project work related to budget planning, special analysis, and even help with staffing gaps.</li>
<li>Established in 1938, Boas &#038; Boas has built a long reputation as a leading San Francisco CPA firm because of its dedication to respecting clients, a traditional business approach, and its highly experienced professional staff.</li>
<li>Fill out the contact form below and one of our experienced accountants will get in touch with you shortly.</li>
<li>Listed below are highlights of Miller Kaplan Arase, leading to its ranking as one of the 2017 top 12 accounting firms in San Francisco.</li>
<li>Information presented is for educational purposes only and does not intend to make an offer or solicitation for the sale or purchase of any securities, and past performance is not indicative of future results.</li>
</ul>
<p><h2>LLC vs. S-Corporations in California</h2>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="accounting services san francisco"/></p>
<p><p>The firm offers professional services to individuals with complex tax matters and small businesses. Some of its services include tax management, estate and trust planning, tax preparation, and IRS representation. For existing clients, they also offer payroll services that implement a computerized system facilitating the timely processing of payments and preparation of tax returns. Jim McHale, the firm&#8217;s founder, is a certified financial planner and has a life and health license in California. Safe Harbor LLP can not only alleviate the burden, but file your taxes properly, getting you the biggest return.</p>
</p>
<p><h2>Planning for your family, your business and your future.</h2>
</p>
<ul>
<li>Even if you use a computer software program there&#8217;s no substitute for the assistance of an experienced tax professional.</li>
<li>Along with robust technical knowledge and expertise, the approach undertaken at OUM is also focused on the individual business phase a client is in.</li>
<li>If you are looking for a blend of personal service and expertise, you have come to the right place!</li>
<li>The McGladrey Alliance lets Hood &#038; Strong offer the resources of a national firm, yet it maintains its personalized, local approach.</li>
<li>It handles everything from complicated, high-profile cases to local engagements.</li>
<li>It can support clients in any area of the world thanks to its International Tax team, which is one of the largest on the West Coast.</li>
</ul>
<p><p>We make sure your business is always in compliance with your specific local or federal tax requirements. We listen and look at the big picture rather than jump to quick and hasty conclusions. Unity Communications rigorously adheres to local and federal financial compliance standards, including GAAP (Generally Accepted Accounting Principles) and IRS regulations. We ensure that all financial practices and reporting strictly comply with these standards, safeguarding your business against legal or financial discrepancies. We align our services with your goals for effective budgeting, forecasting, and risk management. Our accountants ensure your invoices are sent accurately and on time through your preferred channels.</p>
</p>
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" width="257px" alt="accounting services san francisco"/></p>
<p><h2>Scott Porter, CPA</h2>
</p>
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" width="255px" alt="accounting services san francisco"/></p>
<p><p>The firm also deals with very complex global issues for corporations and multinational families. Some of these services include international tax and <a href="https://www.google.com/search?q=unearned+revenue">unearned revenue</a> international assurance services. Boas &amp; Boas has completed&nbsp;five independent peer reviews&nbsp;assessing its auditing and accounting practices. The review program ensures this accountant in San Francisco upholds the highest quality control standards in its service delivery. Below, please find a detailed review of each firm on our list of best San Francisco accounting firms. We have highlighted some of the factors that allowed these accounting firms in San Francisco to score&nbsp;so high in our selection ranking.</p>
</p>
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" width="251px" alt="accounting services san francisco"/></p>
<ul>
<li>Their services include managing bookkeeping, preparing taxes, processing payroll, and compiling financial reports.</li>
<li>The one major thing about being a great accountant is always putting your client’s needs first.</li>
<li>Businesses in San Francisco choose an accounting firm based on their expertise and service offerings and then collaborate to transition these functions, setting up guidelines, protocols, and performance indicators.</li>
<li>An e-commerce shop garnered 5-star reviews across all platforms within two weeks of working with our back-office staff and accountants.</li>
<li>Our staffs are energetic, dedicated and intelligent professionals, who take pride in providing our clients with customized and value-added services.</li>
</ul>
<p><p>OUM is not only one of the leading CPA firms in San Francisco but also has a significant presence in San Ramon and the San Diego area. With that in mind, Miller Kaplan has staff members dedicated exclusively to serving the needs of both new and established technology companies. LvHJ is one of the CPA firms in San Francisco that’s incredibly specialized in its offerings. As an independent member of BKR International, LvHJ has access to more than 160 independent member firms, with a presence in more than 80 countries around the world. These are a significant component of the success enjoyed by LvHJ and its clients for more than eight decades. Essential to the approach to client engagements at Hood &amp; Strong is a dedication to cultivating and fostering a partnership with each client.</p>
</p>
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" width="252px" alt="accounting services san francisco"/></p>
<p><p>They undergo continuous training in the latest accounting practices, tax amendments, and financial analysis techniques, ensuring they provide the highest level of service while upholding data security and confidentiality. Tax preparation services and proactive tax planning to minimize liability and maximize income for businesses and individuals. Its team of accounting professionals creates a variety of articles on business and personal finance topics, and it offers its research, insight, and knowledge library to its clients to help drive their decision-making. As a San Francisco CPA and consulting firm offering very specialized services, clients of Hemming Morse can turn to the company for assistance in every area of even the most complex of forensic accounting issues. One of the client service areas where Boas &amp; Boas focuses on is tax planning and preparation, offered to both individual and business clients. While each professional on the Boas &amp; Boas team offers expertise  in a specific area, the firm maintains an emphasis on collaboration to ensure each client receives the highest level of service.</p>
</p>
<p><h2>Looking for a Quality CPA and Accountant in San Francisco?</h2>
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<p><p>We offer budgeting, tax planning, business consulting, cloud accounting, and much more. Whether your business is new or established, small or midsized, you’ll always receive the personal support and exceptional service our San Francisco CPA firm has come to be known for by local business owners. Our goal is always to work with you to create a personalized financial plan – whether it is for you, as an individual, for you and your spouse, or for you <a href="https://www.bookstime.com/articles/bookkeeping-san-francisco">bookkeeping services san francisco</a> and your business. It’s always knowing your clients, and knowing where they want to go in a financial sense. At Unity Communications, we customize accounting services for San Francisco’s diverse industries by thoroughly understanding each sector’s unique financial landscape. Our experienced team skillfully adjusts financial reporting, tax planning, and payroll services to meet your industry-specific standards and growth objectives.</p>
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<p><p>Both the firm’s partners and staff have often been involved with business valuations, working across many industries. Frank Giovannoni, CPA offers a full range of accounting services including Write Up Services, Compilations, and Reviews of financial statements. These services are both a value and asset to managing and growing your business. Approximately 65% of businesses experience enhanced financial compliance and accuracy after adopting outsourced accounting <a href="https://x.com/BooksTimeInc/status/1945839386278637840">Accounts Receivable Outsourcing</a> services. Not only was Safe Harbor affordable, but the service was exceptional and my tax return was completed in time and before the deadline. The level of professionalism at Safe Harbor is spectacular, and it was a pleasure to work with such knowledgeable professional that listened to my concerns and provided me with their expertise.</p></p>The post <a href="https://www.bogazicirestaurant.com.tr/bookkeeping/asnani-cpa-tax-bookkeeping-accounting-for-business-2">Asnani CPA Tax, Bookkeeping & Accounting for Business San Francisco CA</a> first appeared on <a href="https://www.bogazicirestaurant.com.tr">Boğaziçi Restaurant</a>.]]></content:encoded>
					
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