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	<title>Centre of Computational Mechanics &#187; Bookkeeping</title>
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	<description>Computing, Simulating Center in Vietnam</description>
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		<title>Trial Balance: Definition, How It Works, Purpose, and Requirements</title>
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		<comments>https://www.ccm.edu.vn/home/bookkeeping/trial-balance-definition-how-it-works-purpose-and/1040/#comments</comments>
		<pubDate>Mon, 08 May 2023 16:28:56 +0000</pubDate>
		<dc:creator>Cao Nhân Tiến</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[A bookkeeper or accountant uses a trial balance to double-check things are correct. Once a book is balanced, an adjusted trial balance can be completed. This trial balance has the final balances in all the accounts, and it is used to prepare the financial statements. The post-closing trial balance shows the balances after the closing [...]]]></description>
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" width="259px" alt="trial balance"/></p>
<p>
<p>A bookkeeper or accountant uses a trial balance to double-check things are correct. Once a book is balanced, an adjusted trial balance can be completed. This trial balance has the final balances in all the accounts, and it is used to prepare the financial statements. The post-closing trial balance shows the balances after the closing entries have been  completed. All three of these types have exactly the same format but slightly different uses. The unadjusted trial balance is prepared on the fly, before adjusting journal entries are completed.</p>
</p>
<p>
<p>Using the trial balance format is a simple way to identify discrepancies in your accountancy. By practising trial balance accounting, you can create more accurate financial statements. Trial balances are also useful when creating a balance sheet, preparing financial statements, or creating your annual accounts.</p>
</p>
<p>
<h2>Posting to the Wrong Side of an Account</h2>
</p>
<p>
<p>If a <a href="https://www.asaltech.com/software-rd/" >https://www.asaltech.com/software-rd/</a> is in balance, does this mean that all of the numbers are correct? It is important to go through each step very carefully and recheck your work often to avoid mistakes early on in the process. Let’s now take a look at the T-accounts and unadjusted trial balance for Printing Plus to see how the information is transferred from the T-accounts to the unadjusted trial balance. Trial balances should be created regularly, with a final one being created at the end of the accounting period. This will ensure that finances are kept in check throughout the year. In fact, if your business is using common accountancy software, it automatically records your transactions on a trial balance as you go along.</p>
</p>
<p>
<p>The accounts are listed on the left with the balances under the debit and credit columns. When the accounting system creates the initial report, it is considered an&nbsp;unadjusted trial balance&nbsp;because no adjustments have been made to the chart of accounts. This is simply a list of all the account balances straight out of the accounting system. Although a trial balance may equal the debits and credits, it does not mean the figures are correct. Errors can still occur in data entry of wrong amounts or posted to the incorrect account code. Trial balances help in locating errors in the posting or recording of transactions.</p>
</p>
<p>
<h2>Posting of Wrong Amount</h2>
</p>
<p>
<p>Textbook content produced by OpenStax is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike License . It is worth choosing a suitable time to switch software; year-end is a good time.</p>
</p>
<p>
<p>Start with a free account to explore 20+ always-free courses and hundreds of finance templates and cheat sheets. If the total of the Cash Book or some other Subsidiary Book is casted wrong, the <a href="http://www.humannova.org/author/humannova/" >http://www.humannova.org/author/humannova/</a> will not tally. If the adjustment is approved, then they will post into the system subsequently. If all other sites open fine, then please contact the administrator of this website with the following information.</p>
</p>
<p>
<h2>Accounting software</h2>
</p>
<p>
<p>Companies can use a trial balance to keep track of their financial position, and so they may prepare several different types of trial balance throughout the financial year. A trial balance may contain all the major accounting items, including assets, liabilities, equity, revenues, expenses, gains, and losses. There are no special conventions about how trial balances should be prepared, and they may be completed as often as a company needs them.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px" alt="trial balance"/></p>
<p>
<p>When this total will be posted to the debit side  of the purchase account, it will also show an excess debit of ₹2000 and hence, the Trial Balance will not agree. The trial balance is a list of all the accounts and so it is easy to compare the trial balance of the current year with that of previous year. By doing so, a business entity can have a fair idea of how every account has performed and what decisions could be taken to improve the performance level.</p>
</p>
<p>
<h2>Trial Balance</h2>
</p>
<p>
<p>This statement could not be used for presenting financial information to management or reporting to relevant stakeholders. The maximum payment period on purchases is 54 calendar days and is obtained only if you spend on the first day of the new statement period and repay the balance in full on the due date. If you&#8217;d prefer a Card with no annual fee, rewards or other features, an alternative option is available – the Business Basic Card. <a href="http://leo-life.ru/index.php?catid=35:biogr&amp;id=120:leo-engl&amp;itemid=64&amp;option=com_content&amp;view=article" >http://leo-life.ru/index.php?catid=35:biogr&amp;id=120:leo-engl&amp;itemid=64&amp;option=com_content&amp;view=article</a> lists the end balance of every account and is only ever used internally or by a company’s auditors. What do you do if you have tried both methods and neither has worked? Unfortunately, you will have to go back through one step at a time until you find the error.</p>
</p>
<p>
<div style='text-align:center'><iframe width='563' height='312' src='https://www.youtube.com/embed/eB4m7Gm_Blk' frameborder='0' alt='trial balance' allowfullscreen></iframe></div></p>
]]></content:encoded>
			<wfw:commentRss>https://www.ccm.edu.vn/home/bookkeeping/trial-balance-definition-how-it-works-purpose-and/1040/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Oregon Department of Revenue  : Calculator : Individuals : State of Oregon</title>
		<link>https://www.ccm.edu.vn/home/bookkeeping/oregon-department-of-revenue-calculator/1127/</link>
		<comments>https://www.ccm.edu.vn/home/bookkeeping/oregon-department-of-revenue-calculator/1127/#comments</comments>
		<pubDate>Wed, 14 Sep 2022 10:43:42 +0000</pubDate>
		<dc:creator>Cao Nhân Tiến</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[A state with a 183-day residency rule will consider you a full-year resident for tax purposes if you spent more than half the year there. Suppose your domicile is in California, but since you can work remotely you decided to live with your sister in Illinois beginning oregon income tax in April. Because you spent [...]]]></description>
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<p>A state with a 183-day residency rule will consider you a full-year resident for tax purposes if you spent more than half the year there. Suppose your domicile is in California, but since you can work remotely you decided to live with your sister in Illinois beginning <a href="https://www.bookstime.com/tax-rates/oregon" >oregon income tax</a> in April. Because you spent more than 183 days in the former, you’re considered a dual resident. Living in another state for a prolonged period can have tax consequences, so you have to be careful to file the appropriate returns in each state, if necessary.</p>
<ul>
<li>All filers can get their tax using the personal income tax calculator instead of using the tax rate charts or tables in the return instructions.</li>
<li>Beginning in 2024, however, this regime will become elective, allowing taxpayers the freedom to determine in which years to opt for the PTET.</li>
<li>While the kicker is unique in its specifics, there are similar policies around the country.</li>
<li>Additionally, the new unemployment insurance tax rate will be reduced to 1.9 percent, down from 2.9 percent.</li>
<li>Corporations not doing, or that are not authorized to do, business in Oregon, but have income from an Oregon source, pay income tax.</li>
<li>The money went out just as COVID-19 was wreaking havoc around the globe, but was set in stone long before the virus reared its head.</li>
</ul>
<p>When you calculate the tax, the amount decreases based on the amount of time you lived in that state. In other jurisdictions, you would figure out how much income you earned while living there prior to determining the tax. The rate decreases from 4 percent to 2 percent on January 1, 2024, and is set to be eliminated on January 1, 2025. Oregon and Utah will be increasing the excise tax rate applied to motor fuel. Maine and Hawaii are making changes and updates to their tobacco and/or e-cigarette excise taxes.</p>
<h2>Property Taxes and Property Tax Rates</h2>
<p>May’s news of a massive tax refund capped off a brutal run for McMullen. Since officially taking on the job of state economist in 2012, his forecasts had never failed to result in a kicker payment — the longest stretch since the law was enacted in 1979. The economists, Mark McMullen and Josh Lehner, had made an educated guess two years before that Oregon income taxes would “return to earth” after an unexpected pandemic boom.</p>
<ul>
<li>And quietly, haltingly, some interest groups are considering an attempt to rejigger the highly popular kicker so that more money can be kept in state coffers the next time economists get it wrong.</li>
<li>Keep in mind that this estimator assumes all income is from wages, assumes the standard deduction, and does not account for tax credits.</li>
<li>For decades, the law also refunded corporate taxes to businesses when they came in above expectations, but voters in 2012 opted to set aside those payments for schools rather than refunding them.</li>
<li>Oregon has a progressive income tax that ranks among the highest in the nation.</li>
<li>From picking the best strategy to taking care of all the setup and ongoing overhead, we make it easy and have helped create more than $700m in wealth for our customers.</li>
<li>Like the federal income tax, the Oregon state income tax is progressive, meaning the rate of taxation increases as taxable income increases.</li>
<li>For all of the tax forms we provide, visit our Oregon tax forms library or the &#8216;s tax forms page.</li>
</ul>
<p>Additionally, the revised statute for taxes on tobacco products takes effect and imposes a tax, equal to 43 percent of the cost price, on all tobacco products (unless taxed by another provision of the statute). Oregonians would see a record $5.5 billion kicker rebate under a  newly released revenue forecast. In the latest one, last month, he told lawmakers that the state is inching toward another kicker. Most voters, after all, are unlikely to vote against a law that offers them what’s effectively a tax cut every two years. Polling conducted by the firm DHM Research in 2019 showed 68% of voters supported the policy, and just 28% opposed it. Then, as now, Knopp believed the kicker represents “the only true spending limit that exists” for state government.</p>
<h2>The State Business Tax Climate Index Is Your Guide to Economic “Wins Above Replacement”</h2>
<p>While the personal income tax is based on a taxpayer’s ability to pay, Oregonians pay other taxes not connected to how much someone can afford to pay. They include property taxes and excise taxes on things like gasoline, alcohol, and tobacco. When you add up all state and local taxes, Oregon’s tax structure is actually regressive – meaning low-income Oregonians pay a higher share of their income in taxes than the richest Oregonians. In those increasingly common cases, all the excess is “kicked” back to taxpayers. While the state income taxes deal a heavy hit to some earners&#8217; paychecks, Oregon&#8217;s tax system isn&#8217;t all bad news for your wallet. One of Oregon&#8217;s redeeming tax qualities is its absence of state or local sales taxes.</p>
<p>One thing you can do is tweak your tax withholdings by asking your employer to withhold an additional dollar amount from your paychecks. When you prepare and eFile your Tax Return the eFile Tax App will apply the correct standard deductions for you or you can apply the itemized deduction method. Keep up to date with the latest insights on tax planning for your equity, small business, crypto, real estate, and more.</p>
<h2>Mortgage Interest Deduction</h2>
<p>Profit and prosper with the best of expert advice on investing, taxes, retirement, personal finance and more &#8211; straight to your e-mail. Additionally, heirs could face big tax bills in Oregon since there is a state estate tax, but estates worth less than $1 million aren&#8217;t taxed. In recognition of the fact that there are better and worse ways to raise revenue, our Index focuses on how state tax revenue is raised, not how much. The rankings, therefore, reflect how well states structure their tax systems. Marijuana taxation is one of the hottest policy issues in the United States.</p>
<p>In 2021, House Bill 6633 became law and raised the 2024 unemployment insurance tax wage base from $15,000 to $25,000. While the kicker is unique in its specifics, there are similar policies around the country. Massachusetts recently sent $2.9 billion back to taxpayers, when revenues exceeded a state cap. Another way you can alter your paycheck is to change your contributions to employer-sponsored retirement or medical expense accounts. As mentioned above, these are pre-tax contributions, so not only do they help you save for the future, they also save you money on your taxes now.</p>
<p>You can deduct the amount of your expenses that exceeds 7.5% of your federal adjusted gross income (AGI). Things are much simpler for those who live in a state that grants income tax reciprocity to neighboring states. As long as your only income was from wages earned in a state with such an agreement, you only need to file a return in the state where you live. If you move to a neighboring state but continue to work in your old state, be sure to research whether the two governments offer income tax reciprocity. This is a special arrangement between states in which you only pay taxes where you are domiciled as long as your work in the other state is your only source of income. Any earnings from other sources, such as rental income or lottery winnings, are generally not included.</p>
<ul>
<li>The total tax rate is then multiplied by the assessed value of the property.</li>
<li>Specifically, you’re allowed to deduct an amount that’s equal to the amount of income that you reported in gambling winnings for the current tax year.</li>
<li>Most voters, after all, are unlikely to vote against a law that offers them what’s effectively a tax cut every two years.</li>
<li>Oregon has a 6.60 percent to 7.60 percent corporate income tax rate and levies a gross receipts tax.</li>
<li>You need to be vigilant about filing claims with the state or states in which you reside.</li>
</ul>
<p>If you earn an income in Oregon, you know you’ll lose something to federal  and Oregon State taxes. It’s important to understand your state’s taxes and how they will impact your financial future, not least because that knowledge will empower you to take action to reduce your tax bill today. Taxable property includes real property, mobile homes and some tangible personal property used by business. The state and each county assessor determine the value of property in each county. Measure 5, which was passed by the voters in November 1990, restricted non-school taxes on any property to $10 per $1,000 of real market value. It restricted school taxes on any property to $5 per $1,000 of real market value.</p>
<p>That means capital gains can be taxed at a rate as high as 9.9%, depending on your total income. ​In most cases, you must make estimated tax payments if you expect to owe $1,000 or more when you file your&nbsp;Oregon income tax return. If an Oregon state resident has earned less than $2,215 during the tax year, he or <a href="https://www.bookstime.com/" >https://www.bookstime.com/</a> she isn’t required to file a state income tax return. This is because the Oregon state standard deduction is going to make the taxable income $0 or less, therefore, there is no need for the taxpayer to file a tax return. Income tax deductions are expenses that can be deducted from your gross pre-tax income.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/07/block2-1.svg" width="256px" alt="oregon income tax rate"/></p>
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		<title>Accounting &amp; Bookkeeping Services in Vancouver, BC Wbcpas ca</title>
		<link>https://www.ccm.edu.vn/home/bookkeeping/accounting-bookkeeping-services-in-vancouver-bc/924/</link>
		<comments>https://www.ccm.edu.vn/home/bookkeeping/accounting-bookkeeping-services-in-vancouver-bc/924/#comments</comments>
		<pubDate>Tue, 18 Jan 2022 15:14:41 +0000</pubDate>
		<dc:creator>Cao Nhân Tiến</dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.ccm.edu.vn/home/?p=924</guid>
		<description><![CDATA[The finance management tools used by our Vancouver bookkeeping experts are of the highest quality, novelty and workability. Bookkeeping with RobinsonWells is not sluggish, for we will keep you well armed with your standby account details at any required occasion. Our bookkeeping bookkeeping vancouver services are one call away, and we guarantee that you would [...]]]></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/2019/12/Screenshot_4-4.png" width="257px" alt="bookkeeping firms Vancouver"/></p>
<p>The finance management tools used by our Vancouver bookkeeping experts are of the highest quality, novelty and workability. Bookkeeping with RobinsonWells is not sluggish, for we will keep you well armed with your standby account details at any required occasion. Our bookkeeping <a href="https://www.bookstime.com/bookkeeping-services/vancouver" >bookkeeping vancouver</a> services are one call away, and we guarantee that you would receive a callback quicker than you expect. We provide quality&nbsp;income tax return preparation&nbsp;services for individuals. Our experienced&nbsp;income tax return preparation&nbsp;professionals are fast and accurate.</p>
<div style='text-align:center'><iframe width='562' height='314' src='https://www.youtube.com/embed/at1ehUOerhg' frameborder='0' alt='bookkeeping firms Vancouver' allowfullscreen></iframe></div>
<p>Our CPAs help to prepare the financial statements for businesses of all sizes. The statements that we prepare can be relied on when you make business decisions and are accurate. Our accounting professionals can prepare your returns and submit them on time.</p>
<h2>VANCOUVER’S DEDICATED SMALL BUSINESS BOOKKEEPING AND PAYROLL SERVICE</h2>
<p>Once you’ve  narrowed down your list of potential bookkeepers in Vancouver, it is important to speak with each firm before selecting them to manage your finances. You should be sure to ask any questions you have about their experience in the industry and get an understanding of what sort  of services they offer. You should also ask about their customer service record so you know if they are reliable for any inquiries or follow up questions. What we value more than anything is that you receive a satisfactory service. Bookkeeping and accounting are all about precision, experience and order – all of which we are experts at.</p>
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<h3>Artificial intelligence tops the list of accounting technology investments for 2023 &#8211; Business in Vancouver</h3>
<p>Artificial intelligence tops the list of accounting technology investments for 2023.</p>
<p>Posted: Wed, 12 Jul 2023 07:00:00 GMT [<a href="https://news.google.com/rss/articles/CBMiaGh0dHBzOi8vYml2LmNvbS9hcnRpY2xlLzIwMjMvMDcvYXJ0aWZpY2lhbC1pbnRlbGxpZ2VuY2UtdG9wcy1saXN0LWFjY291bnRpbmctdGVjaG5vbG9neS1pbnZlc3RtZW50cy0yMDIz0gFsaHR0cHM6Ly9iaXYuY29tL2FydGljbGUvMjAyMy8wNy9hcnRpZmljaWFsLWludGVsbGlnZW5jZS10b3BzLWxpc3QtYWNjb3VudGluZy10ZWNobm9sb2d5LWludmVzdG1lbnRzLTIwMjM_YW1w?oc=5" rel="nofollow">source</a>]</p>
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<p>This modesty is the reason why RobinsonWells has won the hearts of so many clients over the years. RobinsonWells Investment Management is a Vancouver based bookkeeping service for small businesses, corporations and self-employed individuals. Our goal is to offer a personalized service accommodated to each clients needs and schedules. It doesn’t matter what type of customer you are – whether you are a small business, a giant corporation, or a private party – chances are that at some point, you will come to rely on the services of an accountant. Moreover, how will you know when it’s right to hand your situation over to professional hands?</p>
<h2>Goods And Service Tax (GST)</h2>
<p>With us, you do not have to worry about hiring technical introverts anymore. Our trained team shares every record they investigate right back with you, thereby providing valuable insights to better financial strategies. Our Vancouver bookkeeping team knows what is best, and never hesitate to report back. If you already have an accountant that is great, but for general bookkeeping services they will charge more than the costs of a typical bookkeeper.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/09/shutterstock_350381525-300x267.jpg" width="254px" alt="bookkeeping firms Vancouver"/></p>
<p>Vancouver-based accounting firm with 50 staff members specializing in retail, hospitality, real estate, and others. Sandhu &amp; Company, CPA is a progressively growing Vancouver accounting firm. We continue to grow due to the referrals we receive through word of mouth from our existing clients’. We continue to grow due to the referrals we receive through word of mouth from our existing clients&#8217;. However, we will work closely with your chosen accountant to ensure they have the reports they need to do your year-end filings. If you don’t have a year-end accountant, we’d be happy to provide you with some recommendations (don’t worry, there’s no kickback for us).</p>
<h2>Cloud Accounting</h2>
<p>Ensure you feel comfortable with their communication style and willingness to answer your questions. Look for an accountant with most of their personal accounting experience or the industry you’re looking for. This can help them understand your business’s specific challenges and opportunities. Corporate and personal tax services with an office on Beatty Street downtown. One of the big four global accounting firms with 460 employees in BC.</p>
<ul>
<li>If so, it pays to take advantage of some of the best bookkeeping and accounting services in the city.</li>
<li>We can perform all the tasks from our computers or we can remotely connect to yours.</li>
<li>Even if bookkeeping can be time consuming, you cannot wait for ages to reap results.</li>
<li>Look for a certified public accountant on the Chartered Professional Accountants of BC site.</li>
<li>Bookkeeping can help you to see how much money your business has on hand and to project the amount of money that it will need over the next quarter or year.</li>
</ul>
<p>If your home office qualifies, you can deduct a percentage of your property taxes, utility costs, mortgage interest, and maintenance costs. Your company’s revenue, expenses, and volume of transactions impact pricing, so there’s no single answer. Dedicated&nbsp;chartered&nbsp;professional accountants&nbsp;&amp;&nbsp;&nbsp;business advisors&nbsp;with years of experience and success.</p>
<p>Finally, don’t let cost be the only factor guiding your decision-making when it comes to choosing a bookkeeper. That being said, there is no use paying for <a href="https://www.bookstime.com/" >https://www.bookstime.com/</a> more services than necessary. Establish a budget before committing and make sure that the services offered are in line with what you’re willing to pay.</p>
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