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	<title>Go Profit SEO &#187; Bookkeeping</title>
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		<title>Direct vs  Indirect Costs Breakdown, Examples, &amp; Why it Matters</title>
		<link>http://goprofitseo.com/direct-vs-indirect-costs-breakdown-examples-why-it/</link>
		<comments>http://goprofitseo.com/direct-vs-indirect-costs-breakdown-examples-why-it/#comments</comments>
		<pubDate>Wed, 21 Jun 2023 12:16:26 +0000</pubDate>
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		<description><![CDATA[Direct costs are straightforward to determine the cost for the object. For example, if a toy takes 3 hours to make and each labourer gets paid 10 rs for an hour, the labour charge for each toy is 30 rs. They may differ for different types of companies, such as manufacturing companies, construction companies, technology [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Direct costs are straightforward to determine the cost for the object. For example, if a toy takes 3 hours to make and each labourer gets paid 10 rs for an hour, the labour charge for each toy is 30 rs. They may differ for different types of companies, such as manufacturing companies, construction companies, technology companies, etc. The gradual decrease in the value of company assets (e.g., vehicles, equipment) over time due to wear and tear. Rent for the corporate office space where management and administrative functions are carried out.</p>
<p>Determining all direct and indirect costs helps you set a desired markup on goods and services. If you have a consistent ratio of indirect to direct costs, you can set a purchase price based on a percentage of direct costs that will both cover your indirect costs and provide needed profit. Understanding the distinction between direct costs and indirect costs is necessary to properly keep track of  a company’s expenses, as well as for pricing products appropriately. Examples of indirect costs include fixed costs that are relatively stable over time.</p>
<ul>
<li>Each method has its own pros and cons, for example in terms of impact on pricing, financial reporting and taxation.</li>
<li>They can range from employee salaries to the price of raw materials to make your product.</li>
<li>In addition, you’ll also need to budget for other operating expenses such as rent, insurance, taxes, and office supplies.</li>
<li>De Vos recently worked with a company that had eight different software subscriptions, most of which were no longer used.</li>
</ul>
<p>You must subtract your COGS from your business’s gross receipts to figure out your gross profit on your business tax return. When you classify an expense in your COGS, <a href="https://kelleysbookkeeping.com/">https://kelleysbookkeeping.com/</a> you can’t deduct it as a business expense. To get an idea of how your overall expenses compare to your overall sales during a period, you find your overhead rate.</p>
<h2>The Ultimate Guide To Discrete Manufacturing ERP Systems</h2>
<p>Two popular ways of tracking these costs, depending on when your company uses materials in production, are first-in, first-out and last-in, first-out, also known as FIFO and LIFO. LIFO can be helpful if the costs of your materials fluctuate in the course of production. When it comes to claiming tax deductions, you need to know the difference between direct vs. indirect costs. Some businesses pass parts or all of an inflated direct cost to the customer. Direct cost techniques can define the price of goods or services a company suggests, and reviewing them can help you account for changes in production costs when choosing prices. For example, if a clothing company purchases fabric to make shirts, it&#8217;s a direct cost because it relates to the shirts.</p>
<ul>
<li>Any equipment you manufacture products or perform customer services is typically a direct cost.</li>
<li>Materials that were used to build the product, such as wood or gasoline, might be directly traced but do not contain a fixed dollar amount.</li>
<li>The materials and supplies needed for a company’s day-to-day operations – such as computers, electricity and rent – are examples of indirect costs.</li>
<li>To easily identify direct costs, think of the components that go into the finished product that you’re selling.</li>
<li>Two popular ways of tracking these costs, depending on when your company uses materials in production, are first-in, first-out and last-in, first-out, also known as FIFO and LIFO.</li>
<li>Thinking about direct vs. indirect costs, it is items that you must pay for regardless of creating a product or service that are considered indirect.</li>
</ul>
<p>Unlike the purchase of raw materials, rent and facility maintenance fees are more related to supporting the operational needs of the company, as opposed to producing specific products. In an example of a car manufacturer, the materials like steel, plastic or glass used in the car production line are classified as direct costs. Direct costs are those expenditures directly related to a unit&#8217;s production. For example, transportation, labour costs, and machinery costs are all direct costs.</p>
<h2>What are direct and fixed costs?</h2>
<p>As mentioned, Direct costs are not always fixed, as their unit cost may vary over time or depending on the quantity utilized. As per Wikipedia, overhead or overhead expense “refers to an ongoing expense of operating a business. Overheads are the expenditure which cannot be conveniently traced to or identified with any particular revenue unit”. You can also use an independent “Cost of Sales A/c” to list the expenses on the profit and loss account.</p>
<h2>Track business expenses over time</h2>
<p>Certain government agencies might allow you to explain why indirect costs should be funded, too, but the decision to grant funding is at their discretion. In cases of government grants or other forms of external funding, identifying direct and indirect costs becomes extra important. <a href="https://quick-bookkeeping.net/">https://quick-bookkeeping.net/</a> Grant rules are often strict about what constitutes a direct or an indirect cost and may allocate a specific amount of funding to each classification. For example, to create a product, an appliance-maker requires steel, electronic components and other raw materials.</p>
<h2>Direct Costs and Indirect Costs</h2>
<p>Smartphone hardware, for example, is a direct, variable cost because its production depends on the number of units ordered. A notable exception is direct labor costs, which usually remain constant throughout the year. Typically, an employee’s wages do not increase or decrease in direct relation to the number of products produced. Direct costs are expenses that a company can easily connect to a specific “cost  object,” which may be a product, department or project. It can also include labor, assuming the labor is specific to the product, department or project.</p>
<p>Direct expenses are completely related to the core business operations of a business. In most cases, salary is an indirect expense shown in the profit &amp; loss account. Take your business to the next level with Deltek ComputerEase, the industry-leading accounting software for construction.</p>
<h2>Key Differences Between Direct Cost and Indirect Cost</h2>
<p>However, indirect costs are not directly related to products as such. A business pays electricity bills, maintenance charges, and rent for workshops, which are not explicitly connected to the product but still contribute to production. Financial decisions by any <a href="https://bookkeeping-reviews.com/">https://bookkeeping-reviews.com/</a> business are always one of the most tricky ones to deal with. Direct and indirect costs are the two primary costs that businesses can incur. By considering these aspects, you can effectively distinguish between direct costs and indirect costs in construction.</p>
<h2>Accurate financial reporting</h2>
<p>Understanding the difference between direct costs and indirect costs is a critical aspect of proper accounting. Tracking each type of cost separately can help small businesses understand their cash flow, price their items properly and attain the maximum allowable tax deductions. If you need assistance with breaking down your business’s expenses, contact a professional accountant or choose accounting software that can support your business. Distinguishing direct vs indirect costs helps small businesses set product prices, determine product margins, and allocate limited resources. Since direct costs can be traced to particular products or services, there is little difficulty in attributing them to cost objects. The main challenge for small businesses is distinguishing which costs are indirect and if such costs need to be allocated to products and services.</p>
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		<title>Fixed costs</title>
		<link>http://goprofitseo.com/fixed-costs/</link>
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		<pubDate>Fri, 19 May 2023 08:17:19 +0000</pubDate>
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		<description><![CDATA[To determine your fixed costs, consider the expenses you would incur if you temporarily closed your business. You would still continue to pay for rent, insurance and other overhead expenses. The term “fixed costs” is used in finance to describe costs and expenses that remain&#160;constant, or “fixed,” regardless of business activities. Fixed costs are a [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>To determine your fixed costs, consider the expenses you would incur if you temporarily closed your business. You would still continue to pay for rent, insurance and other overhead expenses. The term “fixed costs” is used in finance to describe costs and expenses that remain&nbsp;constant, or “fixed,” regardless of business activities. Fixed costs are a type of expense or cost that remains unchanged with an increase or decrease in the volume of goods or services sold. They are often time-related, such as interest or rents paid per month, and are often referred to as overhead costs.</p>
<ul>
<li>Most times, landlords will just use your security deposit to pay for these kinds of repairs, but regardless, it’s in your best interest to review them carefully before you sign your lease.</li>
<li>The most common appliances you will need to buy are a washer, dryer, refrigerator and microwave.</li>
<li>Others may not be considered sunk as they can be recouped in full or part through the sale of goods or repurposing of resources.</li>
<li>Unlike variable costs, which are subject to fluctuations depending on production output, there is no or minimal correlation between output and total fixed costs.</li>
</ul>
<p>She has worked as a personal finance editor, writer, and content strategist covering banking, credit cards, insurance and investing. As a small business owner and former financial advisor, Daphne has first-hand experience with the challenges individuals face in making smart financial choices. Suppose a company incurred $120,000 in FC during a given period while producing 10,000 widgets. In addition to financial statement reporting, <a href="https://bookkeeping-reviews.com/">https://bookkeeping-reviews.com/</a> most companies closely follow their cost structures through independent cost structure statements and dashboards. Variable expenses represent those daily spending decisions such as eating at restaurants, buying clothes, grabbing coffee at Starbucks, and playing a round of golf with your buddies. You could change this expense by moving to a cheaper home or by getting a roommate, but these are major lifestyle changes.</p>
<p>Still, you can work on bringing cell phone costs down to make sure this fixed expense fits in your budget. Trimming variable costs, on the other hand, requires actively making multiple decisions every day about whether or not to buy certain items or participate in specific events. Since fixed expenses typically represent the biggest <a href="https://quick-bookkeeping.net/">https://quick-bookkeeping.net/</a> chunk of your budget, the money you save in this category can be quite substantial. It&#8217;s much&nbsp;easier to&nbsp;budget for fixed expenses than it is to budget for a variable expense&nbsp;or discretionary expense. If there any fees that you have to pay that I didn’t include on this list, feel free to post them in the comments below.</p>
<h2>Steps to Calculate Fixed Costs</h2>
<p>That said, if you’re looking to rent a house, you should expect this bill to come in somewhere between $50, and $150 per month. These next few bills aren’t specific to renters, but since you will still have to pay them, I decided to include them on the list. It’s important to remember that some apartment communities and landlords have restrictions in place for certain species and breeds. And, if you move in without getting your dog-approved, then you could be in for penalty fees, or even eviction. But, if you have a ton of stuff to move, and you decide to hire a moving company to help you out, then this can get rather pricey. For that reason, I recommend getting price quotes from a few different movers, so that you know what you’re getting into.</p>
<p>Unfortunately, variable costs are also some of the toughest expenses to cut back on, because doing so requires a daily commitment to frugal decision-making. Fixed costs typically stay the same for a specific period and they are often time-related. A house might be ideal if you require more space and privacy and can afford <a href="https://kelleysbookkeeping.com/">https://kelleysbookkeeping.com/</a> to pay a little bit extra. On the other hand, if you’re on a budget and don’t want to worry about too much maintenance, an apartment might be the better option. If you like a property but don’t quite have the budget for it, consider signing a lease agreement for a longer period, such as 15 months versus 12 months.</p>
<h2>Examples of semi-variable costs for restaurants</h2>
<p>And one  thing I can tell you, is that the more you know, the better off you’ll be. Although fixed costs may seem rigid, exploring innovative ways to reduce them can enhance efficiency. For example, regularly reviewing your credit card processing rates allows you to continually evaluate your financial health and respond to shifts in the market. To start fixing your fixed costs, reach out to PaymentCloud today for a rate review or for information about zero-cost credit card processing. You can use a break-even analysis to determine the number of units you must sell to achieve neither financial loss nor gain within a specified time period. As with any other type of financial concept, fixed costs have some advantages, &#8211; and some disadvantages.</p>
<h2>Fixed and Variable Costs</h2>
<p>For example, a business rents a building for a fixed cost of $50,000 per month for five years. The rent will stay the same every month, regardless of the business’s profit or losses. The resentful tenants and their lawyers should consider English King Knute who told his aides to put his chair on  the shore near the rising tide. As the water rose higher and higher, Knute commanded the waves to recede. Neither can an algorithm which is one knowledge tool, nor can rent control which just kills the incentive to create more housing and thus, creates the problem it was intended to solve, rent inflation.</p>
<h2>Definition of Rent Expense</h2>
<p>All&nbsp;types of costs a company incurs can be classified as either fixed or variable. Unlike fixed costs, variable costs are closely related to the number of services or goods produced. They increase as the production volume increases and decrease as the production volume goes down. Fixed costs are expenses that a company pays that do not change with production levels. Unlike fixed costs, variable costs (e.g., shipping) change based on the production levels of a company. You can calculate the variable cost for a product by dividing the total variable expenses by the number of units for sale.</p>
<h2>What Are Operating Expenses?</h2>
<p>The grocery post highlights what everyone from kids selling baseball cards on the playground (yes we used to do that) to how much to price a Bel Air mansion. For example, many landlords will require their tenants to pay to have the carpets professionally cleaned when they move out. Additionally, if you hang anything on the walls that leaves a hole in the drywall, you may have to pay to have those repaired. All told, yard maintenance expenses can end up costing you hundreds of dollars. So, be sure to ask your landlord what’s required of you, so that you can properly prepare your finances. Most landlords and apartment complexes will require you to purchase renter’s insurance, and provide them with proof before you sign your lease.</p>
<p>If you could use some more breathing room in your budget, finding ways to save each month can help. How you approach saving money can vary, based on whether you’re trying to cut your fixed or variable expenses. While they may not be necessary for basic needs, certain recurring subscriptions could also be included as fixed expenses in your budget.</p>
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		<title>3 1 Overview of the statement of activities</title>
		<link>http://goprofitseo.com/3-1-overview-of-the-statement-of-activities/</link>
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		<pubDate>Thu, 23 Mar 2023 10:38:02 +0000</pubDate>
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		<description><![CDATA[The statement of cash flow shows how cash moves in and out of a nonprofit. Board members and other leaders can use this statement for better insight into how much is available to pay expenses. Nonprofits must file four statements every year to comply with IRS rules. The goal of a statement of activities is [&#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/2021/03/e8160174-5bc1-4ec8-b62e-98dc4fff8a87.jpg" width="258px" alt="statement of financial activities"/></p>
<p>The statement of cash flow shows how cash moves in and out of a nonprofit. Board members and other leaders can use this statement for better insight into how much is available to pay expenses. Nonprofits must file four statements every year to comply with IRS rules. The goal of a statement of activities is to determine whether an organization can fund its activities and if not, to pinpoint where changes can be made to increase revenue or decrease costs.</p>
<ul>
<li>It is not uncommon for the details surrounding the organization’s financial health to get overlooked.</li>
<li>On the other hand, they share how these funds support students throughout their education.</li>
<li>The Statement of Activities (SOA) is the correct nonprofit term for the report we may commonly have called the income statement, budget report, profit &#038; loss, income and expense report, etc.</li>
<li>These standards provide guidelines for proper financial reporting, including the preparation of the Statement of Activities.</li>
<li>Return to the Internal Reports Introduction page for links to greater detail on how to read various reports as well as recommended formatting.</li>
<li>Tyler’s extensive background in accounting, tax, and financial consulting set the foundation for Velu’s outsourced accounting solutions for nonprofits and small businesses.</li>
</ul>
<p>Operating expenses are your employees’ salaries and the amount spent on equipment and supplies. You should review your statement  of activities monthly to identify trends and changes. If your organization has deficits in specific periods, those deficits should be offset by surpluses in other periods.</p>
<p lang="fr">De nombreux hommes peuvent se retrouver confrontés à des difficultés au moment d’intimité, ce qui peut créer une certaine anxiété dans une relation. Divers traitements existent, y compris certains médicaments qui ont prouvé leur efficacité. Par exemple, le fildena prix est souvent un sujet de discussion pour ceux qui cherchent des solutions abordables. Il est essentiel de consulter un professionnel de la santé avant de prendre tout médicament, afin d&#8217;assurer une utilisation sûre. Pour plus d&#8217;informations et des options d&#8217;achat, vous pouvez visiter le site <a href="https://ed-lux.com/acheter-fildena-en-ligne/">ed-lux.com</a>.</p>
<h2>Statement of Cash Flows</h2>
<p>The statement of activities is also important for nonprofits because it can help companies plan their resources and track their progress. Get our FREE GUIDE to nonprofit financial reports, featuring illustrations, annotations, and insights to help you better understand your organization&#8217;s finances. It includes donations, grants, fundraising, earned revenue, government funding, and special events. The Statement of Activities is the Income Statement of a nonprofit organization. Major non-operating revenues include the realized gains or losses and unrealized valuation adjustments (investment return) less the amounts used to support operating expenses, and resources that support facilities.</p>
<p>When a restriction is satisfied, those monies are moved from restricted to unrestricted and then used for expenses. Reading a Statement of Activities can be helpful for understanding a nonprofit’s overall financial picture. This guide will explain what a Statement of Activities is and the key components in it. Cash from financing activities includes the sources of cash from investors or banks, as well as the uses of cash paid to shareholders. Financing activities include debt issuance, equity issuance, stock repurchases, loans, dividends paid, and repayments of debt.</p>
<h2>What is a Statement of Activities Report</h2>
<p>The statement of activities is one of the main financial statements issued by a nonprofit organization. It is prepared instead of the income statement issued by a for-profit business. The statement of activities is the nonprofit parallel to the for-profit income statement. Its purpose is to provide detailed information about your organization’s transactions, showing how your expense allocation and revenue generation further your mission.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/09/f325d7b6-3524-4082-a3ef-4da16f89356f-300x200.jpg" width="254px" alt="statement of financial activities"/></p>
<p>By understanding where your money is coming from and going, you can make informed decisions about future expenditures. If you’re looking to understand how your nonprofit is spending <a href="https://www.bookstime.com/articles/statement-of-activities">statement of financial activities</a> its money, the statement of activities is a valuable resource. It breaks down each type of spending into specific details, such as  credit card payments and employee salaries.</p>
<h2>Nonprofit Accounting Terms</h2>
<p>Improved financial management can help your nonprofit organization better plan for the future, and track its progress over time. The Foundation determined that it could fund its current operating budget for the upcoming year by increasing donations from individuals and businesses. After reviewing its current expenses (including salaries, rent, utilities, and other expenses) the Foundation determined that it could save $2,000 per month by canceling its health insurance policy for staff members. These changes would free up additional funds that could be used to support additional programs or services offered by the Foundation. By understanding how much money an organization has available and where the money is being spent, nonprofits can make informed decisions about their mission, operations, and future. You can use unrestricted funds for any mission-oriented purpose, including paying general operating expenses and salaries.</p>
<p>A company’s statement of activities is a record of transactions that happened over a period of time. While your client’s balance sheet is a snapshot view of what its company is like at a certain date, a statement of activities summarizes what happened during a month, quarter, or full year. The statement of financial position, often called the&nbsp;balance sheet, is a financial statement that reports the assets, liabilities, and equity of a company on a given date. In other words, it lists the resources, obligations, and ownership details of a company on a specific day. You can think of this like a snapshot of what the company looked like at a certain time in history.</p>
<p>The primary reason for this is this method lets nonprofits record revenue when it’s earned. Your net assets can be from the current and previous operating years and include anything that holds value. Nonprofits use the statement of financial position to list their assets, liabilities, and net assets. The idea is to give an overall picture of the nonprofit at a specific time.</p>
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		<title>Nonprofit data for donors, grantmakers, and businesses Candid</title>
		<link>http://goprofitseo.com/nonprofit-data-for-donors-grantmakers-and/</link>
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		<pubDate>Fri, 21 Jan 2022 14:57:12 +0000</pubDate>
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		<description><![CDATA[An organization, including a nonprofit organization, a stock corporation, a partnership or limited liability company, a trust, and a governmental unit or other government entity, that stands in one or more of the following relationships to the filing organization at any time during the tax year. The accounting principles set forth by the Financial Accounting [&#8230;]]]></description>
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" width="250px" alt="Form 990"/></p>
<p>
<p>An organization, including a nonprofit organization, a stock corporation, a partnership or limited liability company, a trust, and a governmental unit or other government entity, that stands in one or more of the following relationships to the filing organization at any time during the tax year. The accounting principles set forth by the Financial Accounting Standards Board (FASB) and the American Institute of Certified Public Accountants (AICPA) that guide the work of accountants in reporting financial information and preparing audited financial statements for organizations. Any individual who, under the usual common law rules applicable in determining the employer-employee relationship, has the status of an employee, and any other individual who is treated as an employee for federal employment tax purposes under section 3121(d).</p>
</p>
<p>
<div style='text-align:center'><iframe width='567' height='318' src='https://www.youtube.com/embed/Sh7GF13xIk0' frameborder='0' alt='Form 990' allowfullscreen></iframe></div>
</p>
<p>
<p>Some states and local governmental units will accept a copy of <a href="https://montanascribbler.com/2011/11/tracking-books-and-authors-with-online.html">https://montanascribbler.com/2011/11/tracking-books-and-authors-with-online.html</a> or 990-EZ in place of all or part of their own financial report forms. The substitution applies primarily to section 501(c)(3) organizations, but some other types of section 501(c) organizations are also affected. If the organization uses Form 990 or 990-EZ to satisfy state or local filing requirements, such as those under state charitable solicitation acts, note the following discussions.</p>
</p>
<p>
<h2>Types of 990 Forms for Nonprofits</h2>
</p>
<p>
<p>See Disregarded Entities, later, for treatment of certain employees of a disregarded entity as key employees of the organization. A director or trustee is a member of the organization&#8217;s governing body, but only if the member has voting rights. A director or trustee that served at any time during the organization&#8217;s tax year <a href="http://www.astrologer.ru/software/Vega/index.html.en">http://www.astrologer.ru/software/Vega/index.html.en</a> is deemed a current director or trustee. Members of advisory boards that don&#8217;t exercise any governance authority over the organization aren&#8217;t considered directors or trustees. If the organization didn&#8217;t compensate its CEO, executive director, or top management official during the tax year, answer “No” to line 15a.</p>
</p>
<p>
<p>However, the cost to the charity may be used in determining whether the benefits are insubstantial. Most states require that all amounts be reported based on the accrual method of accounting. Required of the donee of charitable deduction property who sells, exchanges, or otherwise disposes of donated property within 3 years after receiving it.</p>
</p>
<p>
<h2>free filing, max refund guarantee.</h2>
</p>
<p>
<p>Organizations also use the Form 990 to share information with the public about their programs. Additionally, most states rely on the Form 990 to perform charitable and other regulatory oversight and  to satisfy state income tax filing requirements for organizations claiming exemption from state income tax. In the case of the transfer of property subject to a substantial risk of forfeiture, or in the case of rights to future compensation or property, the transaction occurs on the date the property, or the rights to future compensation or property, isn&#8217;t subject to a substantial risk of forfeiture.</p>
</p>
<p>
<ul>
<li>Tax returns are due on the 15th day of the 5th month after your fiscal calendar ends.</li>
<li>For expenditures that aren&#8217;t specifically identifiable to a particular individual, the organization can use any reasonable allocation method to estimate the cost of the expenditure to an individual.</li>
<li>If the organization is unable to distinguish between service fees and expense payments or reimbursements, report all such amounts on line 11.</li>
<li>Don&#8217;t report public utilities or insurance providers as independent contractors.</li>
<li>Also answer “Yes” if the organization is organized as a non-stock, nonprofit, or not-for-profit corporation or association with members.</li>
<li>For purposes of Schedule F (Form 990), Statement of Activities Outside the United States, include grantmaking, fundraising, unrelated trade or business, program services, program-related investments, other investments, or maintaining offices, employees, or agents in particular regions outside the United States.</li>
</ul>
<p>
<p>Some members of the public rely on Form 990, or 990-EZ, as the primary or sole source of information about a particular organization. How the public perceives an organization in those cases may be determined by the information presented on its returns. Premiums consist of all amounts received as a result of entering into an insurance contract.</p>
</p>
<p>
<h2>Form 990-EZ</h2>
</p>
<p>
<p>After the specified period, failure to comply will result in a penalty of $10 per day past the deadline, with a maximum of $5,500. For tax years beginning after December 31, 2020, section 501(c)(21) trusts will use Form 990 instead of Form 990-BL to meet section 6033 reporting requirements. A section 501(c)(21) black lung trust, trustee, or disqualified person liable for section 4951 or 4952 excise taxes will use Form 6069 to report and pay sections 4951 and 4952 excise taxes.</p>
</p>
<p>
<p>Answer “Yes” on lines 8a and 8b if the organization contemporaneously documented by any means permitted by state law every meeting held and written action taken during the organization&#8217;s tax year by its governing body and committees with authority to act on behalf of the governing body (which ordinarily don&#8217;t include advisory boards). Documentation permitted by state law can include approved minutes, email, or similar writings that explain the action taken, when it was taken, and who made the decision. For this purpose, contemporaneous means by the later of (1) the next meeting of the governing body or committee (such as approving the minutes of the prior meeting), <a href="http://apimoscow.ru/partners/147/">http://apimoscow.ru/partners/147/</a> or (2) 60 days after the date of the meeting or written action. If the answer to either line 8a or 8b is “No,” explain on Schedule O (Form 990) the organization&#8217;s practices or policies, if any, regarding documentation of meetings and written actions of its governing body and committees with authority to act on its behalf. If “Yes,” describe on Schedule O (Form 990) the class or classes of such persons, the decisions that require their approval, and the nature of their voting rights. Answer “Yes” if the organization became aware during the organization&#8217;s tax year of a significant diversion of its assets, whether or not the diversion occurred during the year.</p>
</p>
<p>
<h2>Required Filing (Form 990 Series)</h2>
</p>
<p>
<p>The organization can request an additional three-month extension by filing another Form 8868 and filling out the information in Part II, but it&#8217;s not automatically granted. The nonprofit must first request an automatic extension  before it can request an additional extension. Nonprofits are required to attach Schedule A to their Form 990 or 990-EZ return. An organization isn&#8217;t required to file Schedule A if it isn&#8217;t required to file Form 990 or 990-EZ. See the Form 990 filing thresholds page to determine which forms an organization must file.</p></p>
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		<slash:comments>0</slash:comments>
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