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	<title>Auto World Automotive of Concord &#187; Bookkeeping</title>
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	<description>Knowledgable Automotive Professionals in Concord, CA</description>
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		<title>Crop-To-Kitchen Announces High Tea With Kikoko</title>
		<link>http://www.autoworldofconcord.com/2024/10/crop-to-kitchen-announces-high-tea-with-kikoko/</link>
		<comments>http://www.autoworldofconcord.com/2024/10/crop-to-kitchen-announces-high-tea-with-kikoko/#comments</comments>
		<pubDate>Fri, 11 Oct 2024 09:18:29 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[Many cannabis consumers know of Kikoko as the renowned organic cannabis wellness products based in the Bay Area. Their teas and products have been featured in dozens of top tier media outlets including Oprah Magazine, LA Times, San Francisco Chronicle, Forbes and many more. We grow and buy in a wide range of local produce [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Many cannabis consumers know of Kikoko as the renowned organic cannabis wellness products based in the Bay Area. Their teas and products have been featured in dozens of top tier media outlets including Oprah Magazine, LA Times, San Francisco Chronicle, Forbes and many more. We grow and buy in a wide range of local produce for local deliveryWe deliver Monday – Friday, 8am–5pm. Just place your order before 8pm for next working day delivery (orders placed after 8pm on Friday will be available Tuesday) – and you can also get ahead and order for delivery &#8230; Stay up to date with the latest local and national information, events and opportunities by subscribing to our newsletter. But this kind of event really couldn&#8217;t happen anyplace else.</p>
<ul>
<li>This lovely outdoor High Tea Party at the Naked Kitchen in the SOMA district of San Francisco will feature medicated Kikoko teas and non-medicated fare served at traditional high tea service.</li>
<li>Stay up to date with the latest local and national information, events and opportunities by subscribing to our newsletter.</li>
<li>Use this service to order a company certificate with certified information about the company.</li>
<li>Proceeds will aid the growth and development of the C2K community, build better communications, execute marketing plans and work towards their mission of legalizing cannabis cuisine.</li>
<li>We grow and buy in a wide range of local produce for local deliveryWe deliver Monday – Friday, 8am–5pm.</li>
</ul>
<h2>Crop to KitchenMaidenhead</h2>
<p>They are confident in a world of cross-pollinated&nbsp;communities, which can effectively fight for their rights&nbsp;to create, sell, profit from and enjoy this magnificent plant in its full culinary expression. Guided by their shared values, it is their ambition to create an&nbsp;action&nbsp;plan that starts a&nbsp;movement&nbsp;to normalize and legalize delicious and freshly prepared cannabis based cuisine. SAN FRANCISCO (May 8, 2019) Crop-to-Kitchen, the SF-based community organization of cannabis and food and beverage professionals working to legalize on-premise consumption of responsibly infused cannabis cuisine announces a special event hosted by&nbsp;Kikoko.</p>
<h2>Discover Local Food</h2>
<p>A company supplying fresh produce to the hospitality industry has received a £150,000 expansion loan from&nbsp;Thames Valley Berkshire (TVB) Funding Escalator. The money will be used to fund capital expenditure, site improvements and additional staff, allowing the business to increase capacity and meet growing demand. All are interested in leading the effort to bring farm to plate, freshly made-to-order cannabis cuisine to California consumers.</p>
<h2>Unit 1 Furze Platt Business Centre</h2>
<p>Use this service to order a company certificate with certified information about the company. A certificate can be used to prove that a company is incorporated, and that no action is being taken to remove the company from the register. Strictly Necessary Cookie should be enabled at all times so that we can save your preferences for cookie settings.</p>
<p>Proceeds will aid the growth and development of the C2K community, build better communications, execute marketing plans and work towards their mission of legalizing cannabis cuisine. TVB Expansion Loan Scheme is part of TVB Funding Escalator, an £11.3m initiative funded by the Berkshire LEP. The escalator, which also includes a Trade Finance Loan Scheme and a Growth Equity Fund, provides eligible companies with loans and equity funding between £50,000 and £300,000 for activities that will deliver high-growth and employment opportunities. Following a recent move to a new site with its own farmland, the business is already growing its own produce which will account for a significant portion of future sales, with the remainder to be sourced directly from the grower wherever possible. Crop to Kitchen is also training two horses to plough the field.</p>
<h2>Leave a Review for Crop to Kitchen</h2>
<p>This lovely outdoor High Tea Party at the Naked Kitchen in the SOMA district of San Francisco will feature medicated Kikoko teas and non-medicated fare served at traditional high tea service. Set up in July 2020, Maidenhead based&nbsp;Crop to Kitchen&nbsp;sources and grows premium fresh produce for high-end hospitality, including several Michelin star restaurants. Its specialist products include less common ingredients such as micro cress, sea beet and edible flowers, and they work closely with head chefs to deliver the ingredients desired for their <a href="https://accounting-services.net/at-the-table-the-future-of-cannabis-dining/">crop to kitchen</a> restaurant tables.</p>
<p>If you live in the Bay Area of California just please try to attend. I feel strongly about supporting the cannabis universe and through their intrinsic guidance I&#8217;ve found meaning to the healing found within. They show what is possible in cuisine at the intersection of cannabis and the ancillary cultural relevance. Use this service to order a certified copy of a document from the company&#8217;s filing history. You can also use this service to order an incorporation package, which includes the documents that were issued when the company was formed.</p>
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		<title>Coupon Rate: Definition, Formula &amp; Examples</title>
		<link>http://www.autoworldofconcord.com/2024/10/coupon-rate-definition-formula-examples/</link>
		<comments>http://www.autoworldofconcord.com/2024/10/coupon-rate-definition-formula-examples/#comments</comments>
		<pubDate>Wed, 02 Oct 2024 13:30:39 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[The coupon rate, or coupon payment, is the nominal yield the bond is stated to pay on its issue date. This yield changes as the value of the bond changes, thus giving the bond&#8217;s yield to maturity (YTM). When talking about Bonds, the term ‘Coupon‘ refers to the fixed interest amount that is paid out [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>The coupon rate, or coupon payment, is the nominal yield the bond is stated to pay on its issue date. This yield changes as the value of the bond changes, thus giving the bond&#8217;s yield to maturity (YTM). When talking about Bonds, the term ‘Coupon‘ refers to the fixed interest amount that is paid out to the bondholders at regular intervals. The coupon amount is used to calculate the rate of return that an investor can hope to achieve, by investing in a bond at issuance time. In conclusion, the coupon rate of a bond is an important factor that affects its bond rating.</p>
<ul>
<li>In this article, we will explore the definition of the coupon rate, its formula, the factors that influence it, and real-world examples to help clarify how this critical metric is used in the financial world.</li>
<li>Investors buying the bond at its face value and holding it up to maturity get the interest based on the coupon rate predefined at the bond’s issuance.</li>
<li>The prevailing interest rate directly affects the coupon rate of a bond, as well as its market price.</li>
<li>To buy a bond at a premium means to purchase it for more than its par value.</li>
<li>It is based on the sum of all of its remaining coupon payments and will vary depending on its market value and how many payments remain to be made.</li>
<li>When investors buy a bond initially at face value and then hold the bond to maturity, the interest they earn on the bond is based on the coupon rate set at issuance.</li>
</ul>
<h2>Example 1: Corporate Bond</h2>
<p>An updated yield rate can be computed by dividing its coupon by the current market price of the bond. Because most coupon rates are fixed, rather than being pegged to an index like the London Inter-Bank Offered Rate (LIBOR), they&#8217;re pretty easy to calculate. Using the $1,000 bond mentioned above, you can easily calculate the coupon rate of 2.5% by dividing the annual coupon payment by the face value of the bond; $25 divided by $1,000 is 2.5%. The effective yield is the return on a bond that has its coupon payments reinvested at the same rate by the bondholder.</p>
<p>At that time, you can redeem it for $1,000, earning an extra $100 over the life of the bond. For example, a bond issued with a face value of $1,000 that pays a $25 coupon semiannually has a coupon rate of 5%. All else held equal, bonds with higher coupon rates are more desirable for investors than those with lower coupon rates.</p>
<h2>What is Coupon Rate and how does it impact investment returns?</h2>
<ul>
<li>It is calculated by dividing the sum of the annual coupon payments for the security by the bond’s par value.</li>
<li>The effective yield is the return on a bond that has its coupon payments reinvested at the same rate by the bondholder.</li>
<li>For example, the rate of a government bond is usually paid once a year, but if it is a U.S. bond the payment is made twice a year.</li>
<li>The coupon rate is the interest rate paid on a bond by its issuer for the term of the security.</li>
</ul>
<p>In real life, the interest received over the years, could be reinvested for the remaining duration of the Bond. Due to compounding effect, the actual investment return will be higher than the Coupon Rate. It’s essentially the annual interest rate that the issuer promises you as a bondholder until the bond matures. The coupon rate, or nominal yield, is the rate of interest paid to a bondholder by the issuer. The coupon rate is the amount of annual interest income paid to a bondholder, based on the face value of the bond.</p>
<h2>Coupon payment frequency</h2>
<div style='text-align:center'><iframe width='560' height='316' src='https://www.youtube.com/embed/lapbyKeusvE' frameborder='0' alt='coupon rate definition' allowfullscreen></iframe></div>
<p>Coupon rate is a financial term used to describe the amount of interest paid on a bond or other fixed-income security. It is expressed as a percentage of the bond’s face value and is determined at the time of issuance. The coupon rate is calculated by dividing the annual coupon payments by the bond’s face value. The coupon rate is important to investors because it determines the amount of interest they will receive from the bond.</p>
<p>For example, a bond with a par value of $100 but traded at $90 gives the buyer a yield to maturity higher than the coupon rate. Conversely, a bond with a par value of $100 but traded at $110 gives the buyer a yield to maturity lower than the coupon rate. Coupon rate and yield to maturity are two important concepts when it comes to bonds. At maturity, in 20 years, Georgia will receive the nominal value of the bond $1,000 plus the coupon rate. In our illustrative scenario, we’ll calculate the coupon rate on a bond issuance with the following assumptions.</p>
<h2>Coupon Rate on a Bond: Definition, Calculation, and Comparison</h2>
<p>Some bonds pay interest annually, while others may do so semi-annually, quarterly, or even monthly. For example, a semi-annual bond with a 5% coupon rate and a $1,000 face value would pay $25 every six months. In summary, the coupon rate plays a central role in the world of bonds and fixed-income securities. When discussing bonds, it is important to note the many different types of yield rates out there.</p>
<p>The frequency of the coupon payment is 2x per year, so the bond pays coupons semi-annually. The Coupon Rate is multiplied by the par value of a bond to determine the annual coupon payment owed by the issuer to a bondholder until maturity. When a bond is issued, everything you need to know about it is determined. Unlike stocks, whose values are variable, bonds have a predetermined value at maturity, as well as a set annual payment that comes with the investment. You can think of this as an interest payment, generally at a fixed rate, which stays with the bond until maturity.</p>
<p>Capital Com Online Investments Ltd is a Company registered in the Commonwealth of The Bahamas and authorised by the Securities Commission of The Bahamas with license number SIA-F245. The Company’s registered office is at #3 Bayside Executive Park, Blake Road and West Bay Street, P. O. Box CB 13012, Nassau, The Bahamas. Get instant access to video lessons taught by experienced investment bankers.</p>
<p>It is also referred to as the &#8220;coupon rate,&#8221; &#8220;coupon percent rate&#8221;, and &#8220;nominal yield.&#8221; After a Bond has been issued to the public, it is usually listed on the Stock Exchange, where it can be freely traded like other securities. The trading price of the bond is governed by the supply and demand in the market. It can be noticed that the Market Price is not considered when calculating the Coupon Rate.</p>
<h2>What Strategies Can Investors Use to Maximize Coupon Rate?</h2>
<p>When a company issues a bond in the open market for the first time, it pegs the coupon rate at or near prevailing interest rates in order to make it competitive. In short, the coupon rate is affected by both prevailing interest rates and <a href="https://www.personal-accounting.org/what-is-coupon-rate-and-how-do-you-calculate-it/">coupon rate definition</a> by the issuer’s creditworthiness. Sometimes, you have bonds that pay more frequently than annually, which can be a little confusing at first. Simply multiply $25 by 4, which gives you $100 in annual payments for your $1,000 bond. Dividing $100 by $1,000 gives you a 10% coupon rate (which, frankly, would be remarkable). A bond issuer decides on the coupon rate based on prevalent market interest rates, among other factors, at the time of the issuance.</p>
<p>For example, if you buy a $1,000 bond that pays an annual coupon payment of $25, you know that for the entire time you own that bond, you&#8217;ll always get $25 a year in income from simply holding that bond. The coupon rate will never change, even if you sell the bond to someone else. They may pay more or less than you did for the bond, but they will still get the same $25. The Current Yield is calculated by dividing the Coupon amount by the Market Price. So, the Current Yield of a bond will give a more accurate picture about the investment returns that an investor can achieve, if he/she buys the bond at the current market price. This is because a lower coupon rate means that the bond pays out less interest, which makes it less attractive to investors.</p>
<p>The return on the bond is effectively the difference between the purchase price and the maturity value, and this is reflected in the bond’s yield, rather than the coupon rate. A coupon rate can be defined as the interest rate that a bond issuer pays annually to the holder of the bond. It is expressed in percentage terms, relative to par or the face value of a bond. Basically, it shows the amount of fixed interest to which the bondholder is entitled per annum up until the maturity of the bond.</p>
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		<title>What Are Liabilities in Accounting? With Examples</title>
		<link>http://www.autoworldofconcord.com/2024/08/what-are-liabilities-in-accounting-with-examples/</link>
		<comments>http://www.autoworldofconcord.com/2024/08/what-are-liabilities-in-accounting-with-examples/#comments</comments>
		<pubDate>Wed, 14 Aug 2024 14:01:45 +0000</pubDate>
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				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[Get free guides, articles, tools and calculators to help you navigate the financial side of your business with ease. Try FreshBooks for free by signing up today and getting started on your path to financial health. Assets are listed on the left side or top half of a balance sheet. With Expense Management, you can [&#8230;]]]></description>
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" width="258px" alt="what are liabilities in accounting"/></p>
<p>
<p>Get free guides, articles, tools and calculators to help you navigate the financial side of your business with ease. Try FreshBooks for free by signing up today and getting started on your path to financial health. Assets are listed on the left side or top half of a balance sheet. With Expense Management, you can set spending limits, automate approvals, and track every payment to ensure timely settlements and <a href="https://www.pinterest.com/pin/732960908141105630/">Certified Bookkeeper</a> reduce the risk of default. Now, to fully understand liabilities, let’s explore a real-world example. We’ll break down everything you need to know about what liabilities mean in the world of corporate finance below.</p>
</p>
<p>
<ul>
<li>When it comes to accounting processes for your small business, there can be a lot to know and understand.</li>
<li>Liabilities in accounting meaning show it as an obligation, which makes the companies legally bound to pay back as they do in case of a debt or for the services or the goods consumed or utilized.</li>
<li>In accounting, liabilities are debts your business owes to other people and businesses.</li>
<li>Financial ratios involving liabilities provide insights into the liquidity, leverage, and overall financial stability of a business.</li>
<li>Accounts Payable refers to the amounts owed by a company to its suppliers or vendors for goods or services received, but not yet paid for.</li>
<li>Unearned revenue arises when a company sells goods or services to a customer who pays the company but doesn’t receive the goods or services.</li>
</ul>
<p>
<h2>What about contingent liabilities?</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="what are liabilities in accounting"/></p>
<p>
<p>Additionally, income taxes payable are classified as a current liability. The amount of taxes a company owes might fluctuate based on its profitability and tax planning strategies. These obligations can affect a company’s operating  cash flows, as they represent a cash outflow the company will need to satisfy. The debt-to-equity ratio is an important financial accounting metric.</p>
</p>
<p>
<h2>Current Ratio: Gauging Liquidity</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="251px" alt="what are liabilities in accounting"/></p>
<p>
<p>Most state laws also allow creditors the ability to force  debtors to sell assets in order to raise enough cash to pay off their debts. The current ratio evaluates a company’s ability to meet short-term obligations with its current assets. These are short-term obligations that a business must settle within one year. Managing current liabilities effectively is essential to maintaining smooth day-to-day operations. Your total liabilities plus total equity must be the same number as your total assets. If both sides of this basic accounting equation are the same, then your book’s “balance” is correct.</p>
</p>
<p>
<ul>
<li>Leveraging AI Automation, Alaan ensures accurate reconciliation, categorisation of liabilities, and seamless integration with accounting platforms like Xero and QuickBooks.</li>
<li>It will cover what are liabilities on a balance sheet, their definition and meaning in accounting.</li>
<li>Rather, the liability is recognized when the employees perform services for which they have not yet been compensated.</li>
<li>Bookkeepers keep track of both liabilities and expenses, and more.</li>
<li>By looking at current and non-current debts, investors and creditors can find out key details about a company’s liquidity and any financial risks.</li>
<li>For example, wages payable are considered a liability as it represents the amount owed to employees for their work but not yet paid.</li>
</ul>
<p>
<h2>Where Are Liabilities on a Balance Sheet?</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px" alt="what are liabilities in accounting"/></p>
<p>
<p>Liabilities are categorized as current or non-current depending on their temporality. They can include a future service owed to others such as short- or long-term borrowing from banks, individuals, or other entities or a <a href="https://www.pinterest.com/pin/732960908141105629/">What is Legal E-Billing</a> previous transaction that&#8217;s created an unsettled obligation. Accounts payable software is an important tool for your business. It can help you manage bill pay, track vendor payments, and maintain cash flow. In most cases, lenders and investors will use this ratio to compare your company to another company. A lower debt to capital ratio usually means that a company is a safer investment, whereas a higher ratio means it’s a riskier bet.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="what are liabilities in accounting"/></p>
<p>
<h2>Long-term debt-to-asset ratio</h2>
</p>
<p>
<div style='text-align:center'><iframe width='568' height='314' src='https://www.youtube.com/embed/6EWh93knJv4' frameborder='0' alt='what are liabilities in accounting' allowfullscreen></iframe></div>
</p>
<p>
<p>Instead of paying cash right away, the business owner gets an invoice. It means that the business must pay the supplier for the items it has received. They&#8217;re recorded in the short-term liabilities section of the balance sheet. You can calculate your total liabilities by adding your short-term and long-term debts.</p>
</p>
<p>
<div style='text-align:center'><iframe width='562' height='318' src='https://www.youtube.com/embed/juMbMCxcgGo' frameborder='0' alt='what are liabilities in accounting' allowfullscreen></iframe></div>
</p>
<p>
<p>Because chances are pretty high that you’re going to have some kind of debt. And if your business does have debt, you’re going to have liabilities. A debit either increases an asset or decreases a liability; a credit either decreases an asset or increases a liability.</p></p>
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		<slash:comments>0</slash:comments>
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		<item>
		<title>Contingent Liabilities Definition, Examples, &amp; Reporting Guidelines</title>
		<link>http://www.autoworldofconcord.com/2024/06/contingent-liabilities-definition-examples/</link>
		<comments>http://www.autoworldofconcord.com/2024/06/contingent-liabilities-definition-examples/#comments</comments>
		<pubDate>Mon, 17 Jun 2024 12:48:56 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.autoworldofconcord.com/?p=20074</guid>
		<description><![CDATA[However, if the case resolves against the company, a financial obligation will arise. It is difficult to estimate the exact amount of such liabilities as they depend on the type of case and various other external factors. But the company should always try to ensure that the users of the financial statement, namely the management, [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>However, if the case resolves against the company, a financial obligation will arise. It is difficult to estimate the exact amount of such liabilities as they depend on the type of case and various other external factors. But the company should always try to ensure that the users of the financial statement, namely the management, shareholders, investors, lenders, etc get a clear view of the position of such liability. Therefore, the best possible level of information should be revealed for better understanding. Liquidity and solvency are measures of a company’s ability topay debts as they come due.</p>
<h2>When Do I Need to Be Aware of Contingent Liability?</h2>
<p>The income statement, which presents information on a company’s revenues, expenses, net income, and earnings per share, can also be impacted by contingent liabilities. When a contingent liability becomes probable and the amount can be estimated, the company must recognize an expense in the income statement. The financial impact may not be immediate but nonetheless the company must account for it on their balance sheet as a contingent liability.</p>
<ul>
<li>However, the commitment will only actualize when a certain uncertain future event occurs.</li>
<li>If a contingent liability is deemed probable, it must be directly reported in the financial statements.</li>
<li>If part of their commitment includes covering certain healthcare costs for local residents, the company has a contingent liability that relies on those health expenses being incurred.</li>
<li>The same idea applies to insurance claims (car, life, and fire, for example), and bankruptcy.</li>
</ul>
<p>They could be lawsuits, warranty claims, product liabilities, environmental cleanup costs, or any unforeseen expenses that may arise in the future. However, when a contingent liability becomes likely and its cost can be reasonably estimated, it is then recognized on the balance sheet. This process involves creating an expense account, which reduces the company&#8217;s net income and its retained earnings in the shareholders’ equity section.</p>
<div style='text-align:center'><iframe width='565' height='313' src='https://www.youtube.com/embed/Es54eXhwcbA' frameborder='0' alt='contingent liabilities in balance sheet' allowfullscreen></iframe></div>
<p>In conclusion, the consideration of contingent liabilities is an essential part of mergers and acquisitions. Their presence can immensely affect the valuation of a business and structure the negotiation of the deal. This examination helps in determining the fair value of the target company and deciding whether or not the acquisition is financially viable. If these potential liabilities are significant, they might lead to a steep drop in the perceived value of the company being acquired. If a company is involved in a dispute with the IRS or state tax agency, it should assess whether it is likely to result in a payment and whether the amount can be estimated.</p>
<p>Shareholder equity reflects the residual interest after liabilities are subtracted from assets and shows what your company owes to its shareholders. Liabilities represent what your company owes to others, such as loans or obligations to suppliers and employees. According to ASC 10, a reporting entity must consolidate with a legal entity when it has a controlling financial interest. Different regions or industries may require adherence to specific frameworks like GAAP or IFRS. Familiarize yourself with the guidelines your company must follow and confirm compliance. Ensure you reassess them periodically, especially before preparing annual or quarterly statements.</p>
<p>When in doubt, please <a href="https://accounting-services.net/7-things-you-need-to-know-about-contingency/">contingent liabilities in balance sheet</a> consult your lawyer tax, or compliance professional for counsel. Sage makes no representations or warranties of any kind, express or implied, about the completeness or accuracy of this article and related content. When you leave a comment on this article, please note that if approved, it will be publicly available and visible at the bottom of the article on this blog. For more information on how Sage uses and looks after your personal data and the data protection rights you have, please read our Privacy Policy. Consolidation accounting software can automate your financial consolidation process, eliminating manual input errors, speeding up calculations, and reducing compliance risks. Since ABC Corporation holds a controlling financial interest in both subsidiaries, their financial data must be included in the consolidation process.</p>
<p>If any of these elements cannot be calculated reliably, that fact should be stated. Contingent liabilities can have a profound effect on a company&#8217;s financial health and visibility. Owing to their uncertain nature, they introduce variables into financial planning and reporting that can significantly impact the balance sheet and income statement. The reason is that the event (“the injury itself”) giving rise to the loss arose in Year 1.</p>
<div style='text-align:center'><iframe width='560' height='316' src='https://www.youtube.com/embed/b5bi85zTqJs' frameborder='0' alt='contingent liabilities in balance sheet' allowfullscreen></iframe></div>
<h2>A practical example of a consolidated balance sheet</h2>
<p>Note that even if a contingent liability is not recorded in the balance sheet due to uncertainty, the information about it should still be disclosed in the notes accompanying the financial statements. This disclosure should include the nature of the contingent liability, an estimate of the potential loss, and any significant factors that may affect the final outcome. Sierra Sports may have more litigation in the future surroundingthe soccer goals. These lawsuits have not yet been filed or are inthe very early stages of the litigation process. Since there is apast precedent for lawsuits of this nature but no establishment ofguilt or formal arrangement of damages or timeline, the likelihoodof occurrence is reasonably possible.</p>
<ul>
<li>Contingent liabilities that are likely to occur but can&#8217;t be estimated should be included in a financial statement&#8217;s footnotes.</li>
<li>Thus, a meticulous approach to these potential obligations forms an integral part of business strategy, inherently connecting contingent liabilities with sustainability.</li>
<li>However, contingent liabilities become actual liabilities when the event happens, and the business becomes legally obligated to pay.</li>
<li>This means contingent liabilities are not included in a company&#8217;s current or total liabilities, and they do not directly impact the company&#8217;s financial statements unless and until the underlying event occurs.</li>
<li>Here’s an overview of the rules for properly identifying, measuring and reporting contingencies to provide a fair and complete picture of your company’s financial position.</li>
</ul>
<h2>Operational efficiency and financial visibility</h2>
<p>Conversely, if the injury occurred in Year 2, Year 1’s financial statements would not be adjusted no matter how bad the financial effect. However, a note to the financial statements may be needed to explain that a material adverse event arising subsequent to year end has occurred. An example might be a hazardous waste spill that will require a large outlay to clean up. It is probable that funds will be spent and the amount can likely be estimated. If the estimated loss can only be defined as a range of outcomes, the U.S. approach generally results in recording the low end of the range.</p>
<p>If any pending investigation or a court case by law found that the individual or the company is a defaulter, then they were supposed to bear the penalty as prescribed by the court of law. 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.</p>
<h2>Probable and Estimable</h2>
<p>The balance sheet provides a snapshot of a company’s financial condition — its assets, liabilities, and equity at a particular time. Typically, contingent liabilities are not recorded as liabilities on the balance sheet which represents guaranteed obligations of a company. Because of the uncertainty of whether the potential liability will become a real one, it&#8217;s treated differently.</p>
<p>A contingent liability is a potential financial obligation that may arise depending on the outcome of an uncertain future event, such as a lawsuit or warranty claim. Contingent liabilities are a type of liability that may be owed in the future as the result of a potential event. A potential or contingent liability that is both probable and the amount can be estimated is recorded as 1) an expense or loss on the income statement, and 2) a liability on the balance sheet.</p>
<p>Past experience for the goals that thecompany has sold is that 5% of them will need to be repaired undertheir three-year warranty program, and the cost of the averagerepair is $200. To simplify our example, we concentrate strictly onthe journal entries for the warranty expense recognition and theapplication of the warranty repair pool. If the company sells 500goals in 2019 and 5% need to be repaired, then 25 goals will berepaired at an average cost of $200.</p>
<p>Consequently, it also increases the company’s current liabilities, which leads to a decrease in its working capital and current ratio, potentially affecting the company&#8217;s liquidity position. In conclusion, measuring contingent liabilities involves determining the fair value and present obligation of future events, both of which are subject to estimations and judgement. Significant changes in these can materially affect a company&#8217;s financial statements, hence proper evaluation is essential. Contingent liabilities are often typically measured by computing the potential financial impacts if the event occurs. Companies estimate the outcomes of future events, based on the best information available at that time. The estimation of the financial implications of these potential events largely relies on the expertise, historical data, and judgement of management.</p>
<p>If the warranties are honored, the company should know howmuch each screw costs, labor cost required, time commitment, andany overhead costs incurred. This amount could be a reasonableestimate for the parts repair cost per soccer goal. Since not allwarranties may be honored (warranty expired), the company needs tomake a reasonable determination for the amount of honoredwarranties to get a more accurate figure. Businesses are required to disclose contingent liabilities in their financial statements when the obligation is more likely than not to occur, as this affects investors and creditors in their decision-making.</p>
<div style='text-align:center'><iframe width='568' height='310' src='https://www.youtube.com/embed/sI_n71P_DgU' frameborder='0' alt='contingent liabilities in balance sheet' allowfullscreen></iframe></div>
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		<title>What Does a Bookkeeper Actually Do: Essential Tasks Explained</title>
		<link>http://www.autoworldofconcord.com/2024/03/what-does-a-bookkeeper-actually-do-essential-tasks/</link>
		<comments>http://www.autoworldofconcord.com/2024/03/what-does-a-bookkeeper-actually-do-essential-tasks/#comments</comments>
		<pubDate>Tue, 19 Mar 2024 11:08:46 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[That’s where bookkeepers come in, as they can help make sure your business stays aligned with the relevant laws. The Chartered Professional Accountant firm directories on the&#160;American Institute of CPAs&#160;website is another great place to find a bookkeeper. It helps you estimate whether a given project or investment would result in more money coming in, [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/04/what-period-costs-1.jpg" width="257px" alt="what do bookkeepers do for small business"/></p>
<p>That’s where bookkeepers come in, as they can help make sure your business stays aligned with the relevant laws. The Chartered Professional Accountant firm directories on the&nbsp;American Institute of CPAs&nbsp;website is another great place to find a bookkeeper. It helps you estimate whether a given project or investment would result in more money coming in, or if you’d lose money on the venture. Understanding&nbsp;how to calculate Net Present Value&nbsp;is beneficial for your long-term financial planning. In this article, we will discuss the day-to-day responsibilities of a bookkeeper, along with their duties, skills, and education requirements.</p>
<h2>Keep Personal and Business Costs Separate</h2>
<ul>
<li>You can look back, see patterns, and even draw comparisons with previous business years.</li>
<li>Automation is not only a way to minimize human error, but it also saves a lot of precious time, which can be better invested elsewhere for business growth.</li>
<li>We’ll explain the tasks that a bookkeeper can take care of for you, the going rate for a bookkeeper, and where to find a good bookkeeper.</li>
<li>It helps you better understand what types of expenses and income are impacting your bottom line (aka your net income), and will be needed at tax time.</li>
<li>This role requires extensive knowledge of bookkeeping practices, strong leadership abilities, and the ability to analyze financial statements.</li>
<li>This is a highly recommended method because it tells the company’s financial status based on known incoming and outgoing funds.</li>
</ul>
<p>The <a href="https://www.bookstime.com/articles/payment-recovery">https://www.bookstime.com/articles/payment-recovery</a> responsibilities of a bookkeeper include a fair bit of data entry and receipt wrangling. They’re responsible for recording every financial transaction in your general ledger using double-entry bookkeeping—usually called recording journal entries. That sounds like a mouthful, but often that just looks like inputting all your transactions into accounting software. A bookkeeper plays a crucial role in preparing financial statements for a business.</p>
<h2>Step 3: Reconcile your business transactions</h2>
<p>A separate bank account is the first step in distinguishing between personal and business expenses and incomes. Bookkeeping becomes more difficult when business transactions are lumped together with personal activity. Most accounting software offers a range of features that are suited for almost any type of small business. Accrual accounting records invoices and bills even if they haven’t been paid. Accrual accounting is preferred as it gives a more complete snapshot of the company’s financial performance and more accurately matches expenses with revenue.</p>
<h2>Preparing Financial Reports</h2>
<p>Managing and keeping your financial data accurate and precise can help a small business owner make data-driven, informed decisions about your business. These can be informed important decisions like launching a new service or product, getting the services of new employees, or expanding your business services. In these important decisions, the accuracy of your financial data and balance sheets is very important. Bookkeeping helps keep important financial metrics in front of the important stakeholders so that they have an overview <a href="https://en.wikipedia.org/wiki/Cash_flow">cash flow</a> of the financial health and financial stance of your business. This is important to help them plan according to what the financial information tells them. Bookkeeping can tell about your profit margins by consistently monitoring your books to find out the proceedings and activities of your income and expenses.</p>
<h2>Do you need a bookkeeper if you use account software?</h2>
<p>Bookkeepers offer a literal look at where you stand financially at the moment. Accountants take that financial data and help you see the bigger picture and the path your business is on. If all your mental powers have been focused on getting your business off the ground, you might not yet fully understand what a bookkeeper does. In this guide we break down the day-to-day role of a bookkeeper, and why a good one is worth holding onto. Our team is ready to learn about your business and guide you <a href="https://www.bookstime.com/articles/accounting-and-bookkeeping-for-small-business">which type of accountant records and analyzes financial information for use within a company?</a> to the right solution.</p>
<div style='text-align:center'><iframe width='564' height='318' src='https://www.youtube.com/embed/nTA-Vt825Rc' frameborder='0' alt='what do bookkeepers do for small business' allowfullscreen></iframe></div>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/06/biweekly-semimonthly-payroll-1.jpg" width="254px" alt="what do bookkeepers do for small business"/></p>
<p>For example, you may have estimated certain invoices that are later solidified with an actual number. Having an accurate cash flow record helps you predict upcoming cash flow projections, and it is essential to avoid a  cash deficit. It’s important to regularly reconcile your accounts to avoid overdraft fees, fraudulent charges, or incorrectly recorded transactions. Accounting software makes reconciliation pretty easy, but a human touch is still required to make sure all transactions are accurately recorded.</p>
<ul>
<li>FreshBooks has countless features for small business owners looking to update their accounting process, saving more time and money.</li>
<li>The Chartered Professional Accountant firm directories on the American Institute of CPAs website is another great place to find a bookkeeper.</li>
<li>Business accounting software and modern technology make it easier than ever to balance the books.</li>
<li>Generally, accrual basis is the recommended accounting method and more aligned with generally accepted accounting principles.</li>
<li>By staying compliant, you are avoiding tax law penalties by federal, state, and local taxation laws.</li>
<li>The accrual method is a bit more difficult, in that your bank statements might not reflect the amounts on your income sheet.</li>
</ul>
<p>Accounting software makes it possible to do much of this on your own, though you may decide to outsource some basic bookkeeping tasks to an online bookkeeping service as your small business grows. Common mistakes include neglecting to reconcile accounts, mixing personal and business expenses, failing to keep receipts, and inconsistent record-keeping. Yes, bookkeeping can be automated using software tools that simplify tasks like transaction recording, invoicing, and report generation. Cloud-based solutions are becoming the norm, allowing businesses to access their financial data anytime and from anywhere. This is particularly useful for remote teams or businesses with multiple locations. Navigating tax laws, especially when deductions and compliance requirements vary, can be daunting.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/05/f6416d96-b340-48a4-adc8-83c845c2cf0b-300x200.jpg" width="259px" alt="what do bookkeepers do for small business"/></p>
<h2>Build and Manage Accounts</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/09/shutterstock_1902507391-400x300.jpg" width="251px" alt="what do bookkeepers do for small business"/></p>
<p>Whether you do the  bookkeeping yourself or hire someone to do it, certain elements are fundamental to properly maintaining the books. Some of these elements are done more regularly than others to ensure that the books are always up to date. Other elements are completed at certain time periods as necessary to complete a business task. ”, you now know that the answer can be anything from reconciling transactions to processing payroll—the answer can even be managing all of the above. After some of your finished items have sold, you can&nbsp;track the cost of goods sold&nbsp;by including all direct costs. This can be done using the traditional method or with&nbsp;activity-based costing.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/ds233-min-300x200.png" width="251px" alt="what do bookkeepers do for small business"/></p>
<h2>Coordinate with a tax specialist</h2>
<p>Business accounting and reporting standards vary slightly from province to province, so it’s important that you find a bookkeeper that’s based in the same region where you’re operating your business. As you balance Accounts Receivable against Accounts Payable, the result is your net income. If the ratio of income to debt is small, you’re operating with a narrow profit margin.</p>
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		<title>The Ideal Order of Financial Statements for Analysis</title>
		<link>http://www.autoworldofconcord.com/2023/11/the-ideal-order-of-financial-statements-for/</link>
		<comments>http://www.autoworldofconcord.com/2023/11/the-ideal-order-of-financial-statements-for/#comments</comments>
		<pubDate>Wed, 15 Nov 2023 16:01:10 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[They should not use confidential information for personal gain or share it with unauthorized individuals. Our goal is to deliver the most understandable and comprehensive explanations of financial topics using simple writing complemented by helpful graphics and animation videos. At Finance Strategists, we partner with financial experts to ensure the accuracy of our financial content. [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/Screenshot_30.jpg" width="258px" alt="order of financial statements"/></p>
<p>They should not use confidential information for personal gain or share it with unauthorized individuals. Our goal is to deliver the most understandable and comprehensive explanations of financial topics using simple writing complemented by helpful graphics and animation videos. At Finance Strategists, we partner with financial experts to ensure the accuracy of  our financial content. Finance Strategists has an advertising relationship with some of the companies included on this website. We may earn a commission when you click on a link or make a purchase through the links on <a href="https://www.pinterest.com/pin/1129770256523683198/">Certified Bookkeeper</a> our site.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/02/Screenshot_19-300x199.png" width="252px" alt="order of financial statements"/></p>
<h2>What is the order in which a company prepares financial statements?</h2>
<p>Companies use CFF to assess their operations&#8217; ability to finance and make decisions about issuing new equity and debt financing. This indicates how much cash the company has generated or used from investing activities. This can include things like buying property, plant, &amp; equipment or investing in securities. It is also known as the profit and loss (P&amp;L) statement and is important in gauging the profitability of a business.</p>
<div style='text-align:center'><iframe width='568' height='317' src='https://www.youtube.com/embed/QqYKbA0LDUM' frameborder='0' alt='order of financial statements' allowfullscreen></iframe></div>
<h2>Statement of owner’s equity</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/03/67e96641-0c44-43c2-a8a4-5d5dff623719.jpg" width="258px" alt="order of financial statements"/></p>
<p>He is known for his pragmatic approach to fiscal policy and governance. These transactions also include wages, income tax payments, interest payments, rent, and cash receipts from the sale of a product or service. Expenses that are linked to secondary <a href="https://twitter.com/QuickBooks">QuickBooks</a> activities include interest paid on loans or debt. Below is a portion of ExxonMobil Corporation&#8217;s&nbsp;(XOM)&nbsp;balance sheet&nbsp;for fiscal year 2023, reported as of Dec. 31, 2023.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/07/0ad435cb-ea4a-428a-827e-232f6f654335-300x176.jpg" width="251px" alt="order of financial statements"/></p>
<h2>Discover Wealth Management Solutions Near You</h2>
<p>Expenses could be various operating costs, like inventory, rent, or utilities. Consumers can submit complaints about financial products and services by visiting the CFPB’s website or by calling (855) 411-CFPB (2372). Please bear with us as we address this and restore your personalized lists. Short-term debt is recorded as a current liability separate from long-term debt. Someone on our team will connect you with a financial professional in our network holding the correct designation and expertise.</p>
<ul>
<li>The statement of changes in equity tracks total equity over time.</li>
<li>However, using accounting software means you can just enter transaction details into the system, and it takes care of the rest.</li>
<li>This method allows for easy comparison of financial statements across different companies or time periods.</li>
<li>The statement of cash flows presents the cash inflows and outflows that occurred during the reporting period.</li>
<li>Many creditors will not agree to loan funds unless a company can prove that it is financially sound enough to make its future debt payments.</li>
<li>They include the balance sheet, showing assets, liabilities, and equity at a certain time.</li>
</ul>
<p>Thus, the information presented is as of a specific point in time. The report format is structured so that the total of all assets equals the total of all liabilities and equity (known as the accounting equation). This is typically considered  the second most important financial statement, since it provides information about the liquidity and capitalization of an organization. Financial statements represent the overall financial position of your business on a given date, showing the business’s assets, liabilities, and equity. If you notice that the revenue on your income statement is consistently higher than your expenses, then your business is profitable. However, if your balance sheet shows that you have so much debt compared to the assets on the balance sheet, then this means that you’re a financial risk.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/05/b08341be-03df-42ac-ac95-4ffabab9e051.jpg" width="250px" alt="order of financial statements"/></p>
<ul>
<li>Last but not least, use all of your financial data from your other three statements to create your cash flow statement.</li>
<li>Check out our FREE guide, Use Financial Statements to Assess the Health of Your Business, to learn more about the different types of financial statements for your business.</li>
<li>The income statement is a financial statement that reports a company&#8217;s revenue, expenses, and profit (or loss) over a period of time.</li>
<li>Gross profit is the difference between a company&#8217;s revenue (net sales) and the cost of goods sold.</li>
<li>The forward-looking statements and information are based on certain key expectations and assumptions made by the Company.</li>
<li>This is typically considered the second most important financial statement, since it provides information about the liquidity and capitalization of an organization.</li>
</ul>
<p>The date at the top of the balance sheet tells you when this snapshot was taken; this is generally the end of its annual reporting period. Not all financial statements are created according to the same accounting rules. The rules used by U.S. companies are called Generally Accepted Accounting Principles, while the rules often used by international companies are International Financial Reporting Standards (IFRS). Additionally, U.S. government agencies use a different set of financial reporting rules. A business&#8217;s financial data is used by internal and external parties to analyze that company&#8217;s performance and make predictions about <a href="https://www.bookstime.com/articles/financial-statements">financial statements definition</a> the likely direction of its stock price.</p>
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