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	<title>Mauverick &#187; Bookkeeping</title>
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		<title>What does a negative number in parenthesis mean? Answers</title>
		<link>https://mauverick.com/what-does-a-negative-number-in-parenthesis-mean/</link>
		<comments>https://mauverick.com/what-does-a-negative-number-in-parenthesis-mean/#comments</comments>
		<pubDate>Tue, 30 Sep 2025 19:29:27 +0000</pubDate>
		<dc:creator><![CDATA[Mohan Varadarajan]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://mauverick.com/?p=14592</guid>
		<description><![CDATA[Your job is to group by ‘Event_gender’ and ‘Gender’ and count the rows. The duplicates can be dropped using the .drop_duplicates() method, leaving behind the unique observations. In this exercise, you will use .pivot_table() first to aggregate the total medals by type. The result is returned as a Series of counts indexed by unique entries [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Your job is to group by ‘Event_gender’ and ‘Gender’ and count the rows. The duplicates can be dropped using the .drop_duplicates() method, leaving behind the unique observations. In this exercise, you will use .pivot_table() first to aggregate the total medals by type. The result is returned as a Series of counts indexed by unique entries from the original Series with values (counts) ranked in descending order. Suppose you have loaded the data into a DataFrame medals.</p>
<h2>Extracting and transforming data</h2>
<p>How the negative number is coded is also very important. Using parentheses or adding a minus sign are common solutions. Some people who have low vision or are colorblind may incorrectly conclude that a number is positive if red text is the only indicator that it is negative.</p>
<p>Your job is to use the .apply() method to perform this conversion on the ‘Mean TemperatureF’ and ‘Mean Dew PointF’ columns of the weather DataFrame. In this exercise you’ll take daily weather data in Pittsburgh in 2013 obtained from Weather Underground. You will focus specifically on the ‘age’ and ‘cabin’ columns in this exercise.</p>
<p>You will pivot, unstack, group, slice, and reshape your data as you explore this dataset and uncover some truly fascinating insights. This is  a rich dataset that will allow you to fully apply the data manipulation techniques you have learned. Here, you will bring together everything you have learned in this course while working with data recorded from the Summer Olympic games that goes as far back as 1896! The mean of the ‘survived’ column is the fraction of passengers who lived. The ‘survived’ column has the value 1 if the passenger survived and 0 otherwise.</p>
<p>In this course, you’ll learn how to leverage pandas’ extremely powerful data manipulation engine to get the most out of your data. Translate each of the following symbolic statements into words. Sometimes, a compound statement within parentheses may need to be negated as a single unit. Sometimes a compound statement within parentheses may need to be negated as a group.</p>
<ul>
<li>In this exercise, you will practice using the ‘count’ and len aggregation functions &#8211; which produce the same result &#8211; on the users DataFrame.</li>
<li>For example, in the sample ticket being used, the driver was charged with careless driving.</li>
<li>To get started, print the sales DataFrame in the IPython Shell and verify that the index has no name, only its data (the month names).</li>
<li>This skill will become more useful as you work with compound statements in later.For example, we can represent some mammals that live in the ocean by letter \(p\).</li>
<li>The .apply() method can be used on a pandas DataFrame to apply an arbitrary Python function to every element.</li>
</ul>
<h2>Sorting rows</h2>
<p>The Pennsylvania US election results data set that you have been using so far is ordered by county name. You’ll then assign a new DataFrame by selecting the list of columns ‘winner’, ‘total’, ‘voters’. There are circumstances in which it’s useful to modify the order of your DataFrame columns. In this exercise, you will use the Pennsylvania election results again. In this exercise, the DataFrame election is provided for you.</p>
<p>The joining of two logical statements with the word “or” forms a compound statement called a disjunction. In logic, for a conjunction to be true, all the independent logical statements that make it up must be true. The joining of two logical statements with the word &#8220;and&#8221; or &#8220;but&#8221; forms a compound statement called a conjunction. The second independent  clause in this compound statement is, “My friend did not pass the road test.” The word &#8220;but&#8221; is the connective used to join these two statements together, forming a compound statement. The statement, “My friend passed the written test,” is an independent clause because it is a complete thought or idea that can stand on its own. The negation of logical statements that use the quantifiers all, some, or none is a little more complicated than just adding or removing the word not.</p>
<h2>What You’ll Learn</h2>
<div style='text-align:center'><iframe width='565' height='318' src='https://www.youtube.com/embed/K9aN_GoATqI' frameborder='0' alt='what does a negative number in parentheses mean' allowfullscreen></iframe></div>
<p>In this exercise your job is to investigate survival rates of passengers on the Titanic by ‘age’ and ‘pclass’. You can also mix and match column grouping with Series grouping. Sometimes, you may instead want to group by a function/transformation of a column. First, you’ll identify how many units each company bought for verification. The .apply() method will handle the iteration over individual groups and then re-combine them back into a Series or DataFrame. By using .apply(), you can write functions that filter rows within groups.</p>
<p>In this section, the symbols that are listed are used as some sorts of punctuation marks in mathematical reasoning, or as abbreviations of natural language phrases. A clear advantage of blackboard bold is that these symbols cannot be confused with anything else. For symbols that are used only in mathematical logic, or are rarely used, see List of logic symbols. These letters alone are not sufficient for the needs of mathematicians, and many other symbols are used.</p>
<p>Your job in this exercise is to unstack and then stack the ‘city’ level, as you did previously for ‘weekday’. You are now going to continue working with the users DataFrame. You will then use .stack() on the unstacked DataFrame to see if you get back the original layout of users.</p>
<h2>Adding names for readability</h2>
<p>In this section, we will begin with the parts that make up all logical arguments. If so, you and your friends likely started by gathering some tools and supplies to work with, such as hammers, saws, screwdrivers, wood, nails, and screws. Have you ever built a club house, tree house, or fort with your friends?</p>
<p>While a false statement is still considered a logical statement, a strong logical argument starts with true statements. How can we present numbers to clients in both written and numerical form without using the parentheses, which may indicate a negative number? For example, in financial statements, a number like (500) could signify a loss of 500 units of currency. Using parentheses to indicate negative numbers is a widely accepted format in financial reporting and is often considered easier to read than using a minus sign.</p>
<p>When the driver appears in court, the ticket number is used to reference the specific charge and traffic stop. On the top of the ticket are a series of numbers, including the court ID, a prefix and the ticket number. There is a lot of information on an NJ ticket, and understanding what is on the ticket is key to avoiding the most egregious consequences. Those who pay a ticket in NJ can be hit with fines, points, surcharges and more. We use Python and Pandas to analyze the data, focusing on the total number of posts over time, the number of posts since the peak &#8230; The material is from the course I completed the exercises If you find the conten&#8230;</p>
<ul>
<li>Consider the previous example of your friend trying to get their driver’s license.</li>
<li>To get a NJ ticket dismissed, one must challenge the facts of the offense or the legality of the traffic stop itself.</li>
<li>Across virtually every landscape—legal, financial, political, ethical—the impact has been profound.</li>
<li>Let \(p\) represent the statement, &#8220;My friend passed the written test,&#8221; let \(q\) represent the statement, &#8220;My friend passed the road test,&#8221; and let \(r\) represent the statement, &#8220;My friend received a driver&#8217;s license.&#8221;</li>
<li>To do this, you’ll group by the ‘sex’ and ‘pclass’ columns and transform each group with a custom function to call .fillna() and impute the median value.</li>
<li>Groupby operations can also be performed on transformations of the index values.</li>
</ul>
<p>You can explicitly specify the columns that should remain in the reshaped DataFrame with id_vars, and list which columns to convert into values with value_vars. Notice how in the pivoted DataFrame, the index is labeled ‘weekday’, the columns are labeled ‘city’, and the values are populated <a href="https://www.quickbooks-payroll.org/how-to-prepare-accounts-receivable-aging-reports/">how to prepare accounts receivable aging reports</a> by the number of visitors. For example, in the video, Dhavide used ‘treatment’ to index the rows, ‘gender’ to index the columns, and ‘response’ to populate the cells.</p>
<p>The .nunique() method is the principal aggregation here. That is a data error as you can confirm with a web search. You will see that, according to the data, Joyce Chepchumba was a man that won a medal in a women’s event.</p>
<h2>Changing index of a DataFrame</h2>
<p>A logical statement has the form of a complete sentence, and it must make a claim that can be identified as being true or false. The building block of any logical argument is a logical statement, or simply a statement. Some were used in classical logic for indicating the logical dependence between sentences written in plain language. However, these may not be used by all screen reader users, especially if it is not obvious that the number they are reading might be negative.</p>
<p>Because var_name or value_name parameters weren’t specified, the melted DataFrame has the default variable and value column names. Also note how specifying the value_name parameter has renamed the ‘value’ column to ‘visitors’. As Dhavide demonstrated, if you don’t pass a name to the values in d.melt(), you will lose the name of your variable. The goal here is to convert bycity back to something that looks like users. To begin, print both users and bycity in the IPython Shell. Continuing from the previous exercise, you will now use .swaplevel(0, 1) to flip the index levels.</p>
<p>Understanding the following logical connectives, along with their properties, symbols, and names, will be key to applying the topics presented in this chapter. After passing the written test, your friend must <a href="https://www.online-accounting.net/accounting-source-documents-what-are-source/">accounting source documents</a> also pass a road test to demonstrate that they can perform the physical task of driving safely within the rules of the law. Write each of the following symbolic statements in words. For example, consider the logical statement, “All oranges are citrus fruits.” This statement expresses as a subset relationship.</p>
<p>Any statement in parentheses should be treated as a single component of the expression. Write the symbolic form of each of the following compound statements. When translating English statements into symbolic form, do not assume that every connective “and” means you are dealing with a compound statement. My friend passed the written test, but they did not pass the road test. Your friend passed the written test, but they did not pass the road test.</p>
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		<title>What is comprehensive income?</title>
		<link>https://mauverick.com/what-is-comprehensive-income/</link>
		<comments>https://mauverick.com/what-is-comprehensive-income/#comments</comments>
		<pubDate>Mon, 15 Sep 2025 18:37:02 +0000</pubDate>
		<dc:creator><![CDATA[Mohan Varadarajan]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://mauverick.com/?p=14330</guid>
		<description><![CDATA[This income provides an overview of the financial condition of the entity and help investors and analysts take investment decisions based on risk assessment and uncertainties. Any held investment classified as available for sale, which is not intended to be held until maturity, and isn&#8217;t a loan or a receivable, may be recognized as other [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>This income provides an overview of the financial condition of the entity and help investors and analysts take investment decisions based on risk assessment and uncertainties. Any held investment classified as available for sale, which is not intended to be held until maturity, and isn&#8217;t a loan or a receivable, may be recognized as other comprehensive income. To compensate for this, the Financial Accounting Standards Board (FASB) requires companies to use universal measurements to help provide investors and analysts with clear, easily accessible information on a company&#8217;s financial standing. Discover how to hire a healthcare data analyst from LATAM, avoid common mistakes, and leverage offshore talent for your US healthcare company. For example, FASB&#8217;s Comprehensive Income (Topic 220) aims to improve transparency and consistency of OCI reporting. As a result, fluctuations in OCI may influence the perceived stability of a company and its ability to secure financing.</p>
<h2>What is Other Comprehensive income?</h2>
<p>The company needs to plan accordingly. Revaluation is when the company brings the fixed market value of the fixed asset into the books of accounts. The company decided to undertake the revaluation process for the equipment on 30th September 2017. Gain hands-on experience with Excel-based financial modeling, real-world case studies, and downloadable templates. Such type of securities are held by the entity but are not actively traded and are reported until they are sold by the company.</p>
<p>Since the company hasn’t sold these items and earned additional revenue from them, we can’t record additional income on the balance sheet and must keep the value listed at the purchase price. Since the income statement only recognizes income and expenses when they are earned or incurred, many other sources of revenue and expenses are left off the statement because they haven’t been realized yet. AOCI is part of total equity but is separate from retained earnings, which only includes realized net income. These changes adjust total equity without impacting retained earnings until the underlying items are realized. Other comprehensive income contains all changes that are not permitted to be included in profit or loss. Instead, these changes are reported on the statement of comprehensive income along with the amount of net income from the income statement.</p>
<p>This statement&#8217;s bottom line represents comprehensive income rather than net income. To put it another way, the statement of comprehensive income includes all sources of revenue. But, what is this statement of comprehensive income and why does it matter so much? In fact, there may be a whole subsection of an additional statement of comprehensive income underneath the statement of income. These items are excluded from net income until they are realized or reclassified. It is acceptable to either report components of other comprehensive income net of related tax effects, or before related tax effects with a single aggregate income tax expense or benefit shown that relates to all of the other comprehensive income items.</p>
<h2>Analyzing the Statement of Comprehensive Income</h2>
<p>In other words, it adds additional detail to the balance sheet’s equity section to show what events changed the stockholder’s equity beyond the traditional net income listed on the income statement. Some OCI items, like actuarial gains/losses under IFRS, are not recycled — they remain permanently in OCI. This can happen, for example, when you sell an investment security for which you already recorded an unrealized gain in other comprehensive income. If an item listed in other comprehensive income becomes a realized gain or loss, you then shift it out of other comprehensive income and into net income or net loss. Is accumulated other comprehensive income included in the statement of changes in equity and if it’s included, under which component Other Comprehensive Income (OCI) refers to any revenues, expenses, and gains / (losses) that not have yet been realized.</p>
<p>However, they also had a $500,000 unrealized loss on available-for-sale securities, a $200,000 gain from foreign currency translation, and a $100,000 loss from pensions. By combining these key components, analysts gain greater insight into the company’s financial health and exposure to risk factors like currency fluctuations. Other income is usually disclosed separately on the income statement, before a company&#8217;s pre-tax/operating income. By reporting them in OCI instead of net income, companies avoid introducing volatility into the income statement. The original logic for OCI was that it kept income-relevant items that possessed low reliability from contaminating the earnings number (profit for the year). Additionally, it can improve comparability where IFRS standards permit similar items to be recognised in either profit or loss or OCI.</p>
<ul>
<li>An entity may refer to the combined statement as the Statement of comprehensive income.</li>
<li>OCI helps companies foresee financial changes and adjust their strategies.</li>
<li>Additionally, it can improve comparability where IFRS standards permit similar items to be recognised in either profit or loss or OCI.</li>
<li>On 31st March 2021, the company again revalues the asset.</li>
<li>Other comprehensive income provides additional detail to the balance sheet’s equity section, which identifies the change in stockholder’s equity beyond the net income listed on an income statement.</li>
</ul>
<p>If instead the holding gains and losses on the available-for-sale securities are unrealized, then they would bypass the income statement and go directly to shareholders’ equity through other comprehensive income. We need to look at not only the realized gains and losses listed in the income statement but also note the unrealized income and losses mentioned as other comprehensive income accounting. Accumulated other comprehensive income or loss is the accumulation of unrealized gains and losses attributed to line items listed on the income statement in other comprehensive income over time. In corporate financial reporting and business accounting, other comprehensive income (OCI) includes revenues, expenses, gains, and losses that have yet to be realized and are excluded from net income on an income statement.</p>
<p>Some gains or losses are yet to be realized or settled, and therefore they cannot be reported as part of a company’s net income. Basically, comprehensive income consists of all of the revenues, gains, expenses, and losses that caused stockholders’ equity to change during the accounting period. It shows unrealized gains and losses, offering a fuller view of financial performance and risk.</p>
<ul>
<li>Hence this gain or loss on revaluation will be included in Other Comprehensive Income.</li>
<li>Other Comprehensive Income (OCI) refers to revenues, expenses, gains, and losses that bypass the income statement and are recorded directly in equity through Accumulated Other Comprehensive Income (AOCI).</li>
<li>The effective portion of gains and losses on derivatives designated as cash flow hedges is immediately recognized in OCI.</li>
<li>These debt instruments are adjusted to fair value at each reporting date, and the resulting unrealized holding gain or loss is reported in OCI.</li>
<li>Those items that may not be reclassified are changes in a revaluation surplus under IAS 16® , Property, Plant and Equipment, and actuarial gains and losses on a defined benefit plan under IAS 19, Employee Benefits.</li>
</ul>
<h2>Components of Other Comprehensive Income</h2>
<p>Other comprehensive income, or OCI, consists of items that have an effect on the balance sheet amounts, but the effect is not reported on the company’s income statement. This process ensures that gains and losses are recognized in the income statement only when the underlying transaction, such as a sale or settlement, actually occurs. AOCI is important for financial analysis because it reveals the total amount of unrealized gains and losses embedded within asset and liability valuations. This records the gain/loss directly in equity through the balance sheet instead of the income statement. OCI also captures gains and losses stemming from a company’s defined benefit pension plans and other post-retirement obligations.</p>
<p>They impact the company’s equity and financial health. Comprehensive income plays a key role <a href="https://tax-tips.org/what-tax-forms-do-i-need-to-file-taxes/">https://tax-tips.org/what-tax-forms-do-i-need-to-file-taxes/</a> in understanding a company’s financial health. It reflects all equity changes not coming from owner transactions, including unrealized profits. Comprehensive income gives a complete view of a company’s financial performance over time. Comprehensive income includes all changes in a company’s equity, not caused by its owners, during a specific time. This number is then transferred to the balance sheet as accumulated other comprehensive income.</p>
<h2>Other Comprehensive Income: Definition, Components, and Financial Reporting</h2>
<p>The analyst will understand the impact of fluctuations in the currency rate and foreign currency exchange gains or losses adjustments made in the process. Any gain or loss from such hedging are reported as other comprehensive income. They are reported in a separate part of the financial statement known as statement of comprehensive income.</p>
<h2>Don&#8217;t forget to include in income taxes</h2>
<p>At present it is down to individual IFRS standards to direct when gains and losses are to be reclassified from OCI to SOPL as a reclassification adjustment. ‘Recycling’ is the process whereby items previously recognised in other comprehensive income are subsequently reclassified to profit or loss.as an accounting adjustment but referred to in IAS 1 as reclassification adjustments.. Those items that may not be reclassified are changes in a revaluation surplus under IAS 16® , Property, Plant and Equipment, and actuarial gains and losses on a defined benefit plan under IAS 19, Employee Benefits. Examples of items recognised in OCI that may be reclassified to profit or loss are foreign currency gains on the disposal of a foreign operation and realised gains or losses on cash flow hedges. The purpose of the statement of profit or loss and other comprehensive income (PLOCI) is to show an entity’s financial performance in a way that is useful to a wide range of users.</p>
<div style='text-align:center'><iframe width='561' height='319' src='https://www.youtube.com/embed/T9jRCHie0ho' frameborder='0' alt='what is other comprehensive income' allowfullscreen></iframe></div>
<p>Combined with net income, these form a more detailed financial analysis. After the CI statement is prepared, we can start preparing the balance sheet. Keep in mind, that we are not only adjusting the assets of the company, available for sale securities, we are also adjusting the net assets of the company, stockholder’s equity. This gives investors and creditors a good idea of what the company’s assets and net assets are truly worth. The net income is transferred down to the CI statement and adjusted for the non-owner transactions we listed above to compute the total CI for the period. When the stock is purchased, it is recorded on the balance sheet at the purchase price and remains at that price until the company decides to sell the stock.</p>
<p>Consider an example where an entity holds an item of PPE revalued at the end of the reporting year. It will assist you in determining the risk-to-reward ratio even before you invest in the company. This will offer you a broad picture of your company&#8217;s success and allow you to assess how lucrative it has been. To compute income tax, multiply your pre-tax income by the appropriate state tax rate.</p>
<p>The shift in net equity of a business organization over a given period is reported on the statement of comprehensive income. Making balance sheets is an important part of making an income statement since it&#8217;s how a business collects data for account balances. Monthly income statements can assist you in identifying trends in your profits and expenses over time. The first step in creating an income statement <a href="https://tax-tips.org/what-tax-forms-do-i-need-to-file-taxes/">what tax forms do i need to file taxes</a> is deciding on the reporting period for your report.</p>
<p>This classification is especially important for companies with financial instruments, defined benefit plans, or international operations. It is particularly valuable for understanding ongoing changes in the fair value of a company&#8217;s assets. If you don&#8217;t receive the email, be sure to check your spam folder before  requesting the files again. For instance, suppose a company has a portfolio of bonds and the value of those debt securities has changed.</p>
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		<title>A Guide To Variable Costs, Fixed Costs, And Total Costs</title>
		<link>https://mauverick.com/a-guide-to-variable-costs-fixed-costs-and-total/</link>
		<comments>https://mauverick.com/a-guide-to-variable-costs-fixed-costs-and-total/#comments</comments>
		<pubDate>Fri, 26 Jul 2024 00:39:22 +0000</pubDate>
		<dc:creator><![CDATA[Mohan Varadarajan]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://mauverick.com/?p=14132</guid>
		<description><![CDATA[A fixed cost is something that does not evolve over time. These contain both a fixed component (e.g., a base fee) and a variable component that fluctuates with usage or production. This difference is a key part of understanding the financial characteristics of a business. A common variable cost situation is a warehouse full of [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>A fixed cost is something that does not evolve over time. These contain both a fixed component (e.g., a base fee) and a variable component that fluctuates with usage or production. This difference is a key part of understanding the financial characteristics of a business. A common variable cost situation is a warehouse full of finished goods; these items are not charged to expense until they are sold to a customer. Examples of variable expenses are direct materials, sales commissions, and credit card fees.</p>
<p>In service-based businesses, subcontractor fees may fluctuate with the number of projects. Whenever customers pay by card, your business incurs credit card processing fees. This distinction is critical when preparing budgets, stress-testing business models, or setting break-even targets. Financial institutions or investors also analyze your cost structure to assess risk and scalability. This figure helps you determine pricing strategies, calculate gross profits, and assess overall financial performance. By closely monitoring and projecting these, you can better align your expenses with revenue streams.</p>
<ul>
<li>Conversely, if production decreases or halts, variable costs drop.</li>
<li>Variable costs are a little more complicated to track using accounting.</li>
<li>Any cash used to pay fixed cost expenses is shown on the cash flow statement.</li>
<li>In contrast, variable costs vary when business activities occur, such as direct labor, taxes, and operational expenses.</li>
</ul>
<p>A 163.64% difference sounds huge, but it doesn’t tell you how to act on it—like whether the gap is too big to compare fairly. For example, with 20 and 30, they might divide the difference (10) by 30 (the larger number) and get 33.33%. If you’re trying to see how similar or different they are (not how one changed into the other), 18.18% is the correct answer.</p>
<h2>Fixed Costs vs. Variable Costs</h2>
<p>You can calculate the variable cost for a product by dividing the total variable expenses by the number of units for sale. However, if the company does not produce any hats, it will not incur any variable costs for the production of the hats. Unlike fixed expenses, you can control variable costs to allow for more profits. A good example of variable costs is the operational expenses that increase or decrease based on the business activity. A business that generates sales with a high gross margin and low variable costs has high operating leverage.</p>
<p>Since they mostly stay the same throughout the financial year, fixed costs are easier to budget. Any small business owner will have certain fixed costs regardless of whether or not there is any business activity. Both fixed and variable expenses need to be accounted for to provide a complete picture of your business’s overall financial health and profitability. Fixed costs remain the same irrespective of changes in production output, no matter what’s happening in the business. While variable cost, on the other hand, is fixed at the per-unit level but increases linearly at a gross level with the increase <a href="https://www.kelleysbookkeeping.com/the-difference-between-fixed-cost-total-fixed-cost/">the difference between fixed cost total fixed cost and variable cost</a> in production.</p>
<h2>Use Tools for Expense Management</h2>
<p>Therefore, the fixed cost of production for the company during the year was $25,000. Once you know the total fixed cost of your business, you can use that information in various ways. However, below the break-even point, such companies are more limited in their ability to cut costs (since fixed costs generally cannot be cut easily). Fixed costs encompass a company’s obligations irrespective of the production output (e.g. rent, insurance premium) and occur periodically based on a pre-determined schedule, and are usually easier to predict and budget for. Variable costs, being directly linked to production or sales volume, require close monitoring and management to ensure cost efficiency and profitability. As a result, decision-makers need to carefully evaluate fixed costs when making investment decisions or assessing the feasibility of new projects.</p>
<p>If you need to find numbers from a percentage, you’ll need to solve the formula manually or use a different tool. If you try to work backward (e.g., “What numbers have a 40% difference?”), the calculator won’t help, and you might feel frustrated. You might wonder if 20% is a big difference or a small one. For example, if the calculator says the difference between 90 and 110 is 20%, what does that mean for you? The Percentage Calculator follows the standard formula, where the difference is always positive because of the absolute value. But some users might expect the result to show direction (like a positive or negative difference).</p>
<h2>Problem 9: Misleading Data in Real Life</h2>
<p>To turn a profit at $6 a unit, we’d need to sell 25,000 units instead of 10,000 at $12 each. Looking at this, we might assume that a per-unit sales price of $6 would be suitable; we’re making 200% profit per unit, right? At a per unit sales price of $12, revenue at our break-even point will be $120,000. This $2000 cost buys them a certain amount of usage, above which they’ll be paying a variable rate. If you’re a software company, for example, then you won’t have a raw materials cost as you aren’t actually producing a physical product.</p>
<h2>Could you explain how to calculate the break-even point considering both fixed and variable costs?</h2>
<p>Fixed costs are expenses that remain constant regardless of the level of production, while variable costs change as the output level fluctuates. By effectively managing and weighing variable costs equity and fixed costs, businesses can increase cost control, maximize profitability, and sustain long-term success in dynamic market conditions. Understanding the difference between fixed costs and variable expenses is important for making rational decisions about business expenses which have a direct impact on profitability. Both fixed costs and variable costs provide a clear picture of the overall cost structure of the business.</p>
<ul>
<li>These costs are less controllable than variable costs.</li>
<li>Once you are familiar with fixed and variable costs, you can then take into consideration total costs, which are both of the above costs combined.</li>
<li>If the total variable expenses incurred were $100,000, the variable cost per unit is $100.00 per hour.</li>
<li>While you can theoretically rent a cheaper property for your work or downgrade your telephone service to get a cheaper plan, your business will always have fixed overhead costs of some kind.</li>
<li>Cost behavior refers to the manner in which a company’s costs change as its production levels fluctuate.</li>
<li>As production increases, more labor may be required, leading to higher labor costs.</li>
</ul>
<h2>Example: Alex sold 15 tickets, and Sam sold 25</h2>
<p>When the business produces thousands of mugs, it still pays the same amount of rent irrespective of any profit or loss it faces. If the company is not operating for a month like not producing cups, still it has to pay its rent of $20,000. For example, a company rents some machinery to produce cups. You will have to pay for utilities, insurance, and overhead expenses, etc. Information on our international website (as selected from the globe drop-down) can be accessed worldwide and relates to Saxo Bank A/S as the parent company of the Saxo Bank Group.</p>
<p>This cost advantage is established in the fact that as output increases, fixed costs are spread over a larger number of output items. As a small business owner, it is vital to track and understand how the various costs change with the changes in the volume and output levels. But if the company stops producing any units then the variable cost will also be null. The company produces 400 units for a month so its variable cost will be $1,200. Total variable cost is calculated by multiplying the total output with variable cost per unit.</p>
<h2>Types of Variable Costs</h2>
<p>A business uses break-even analysis to determine when it will be able to cover all of its expenses and begin to make a profit. Making informed decisions about business expenses can help drive profitability. These are based on the volume of goods or services produced and the business’s performance. Variable overhead is the indirect cost of operating a business, which fluctuates with manufacturing activity. Whether or not your company requires a permit, the type of permit and the overall cost of the permit depends on what your company makes or does. Let us take the example of a company which is the business of manufacturing plastic bottles.</p>
<p>Variable costs, on the other hand, fluctuate in direct proportion to changes in output. As  the name implies, mixed costs have both a fixed and a variable component. Monitoring marginal costs enables businesses to adjust production levels on-demand to optimize profitability. These costs need to be managed to improve the overall financial health of a business.</p>
<h2>Cost Structure Management and Ratios</h2>
<p>Thus, a business will incur fixed costs even when there is no business activity. As a business owner, understanding fixed and variable expenses as part of your overall business expenses is crucial for developing your long-term financial plans. To determine the fixed cost per unit, divide the total fixed cost by the number of units for sale.</p>
<h2>Calculating percentage increase</h2>
<p>Fixed costs and variable costs are the two main types of costs a business can incur when producing goods and services. In other words, fixed costs are independent of business activity and can also be known as overhead or indirect costs. Fixed costs are your expenses that are not affected by your business’s sales or production. The other component is the variable cost.Likewise, if the volume of goods or services decreases, the variable costs will decrease. If Pucci’s slows down production to produce fewer collars each month, it’s average fixed costs will go up.</p>
<p>The percentage difference between 25 and 15 is 50% The defining characteristic of sunk costs is that they cannot be recovered. The fixed charge coverage ratio, on the other hand, is a type of solvency metric that helps analyze a company&#8217;s ability to pay its fixed-charge obligations. In addition to financial statement reporting, most companies closely follow their cost structures through independent cost structure statements and dashboards. Fixed expenses can be used to calculate several key metrics, including a company’s breakeven point and operating leverage. Variable costs also vary by industry, so it&#8217;s important for anyone analyzing companies to make comparisons between those that are in the same industry.</p>
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		<title>Accrued Expense Basics &amp; Examples</title>
		<link>https://mauverick.com/accrued-expense-basics-examples/</link>
		<comments>https://mauverick.com/accrued-expense-basics-examples/#comments</comments>
		<pubDate>Thu, 01 Feb 2024 02:55:15 +0000</pubDate>
		<dc:creator><![CDATA[Mohan Varadarajan]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://mauverick.com/?p=14536</guid>
		<description><![CDATA[If deferred rent has a credit balance, the balance will be cleared with a debit and the offsetting credit will be recorded to the appropriate ROU asset. A similar adjustment will be made for any deferred rent expense at the transition to ASC 842. Under ASC 842, accrued rent is no longer recognized as its [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>If deferred rent has a credit balance, the balance will be cleared with a debit and the offsetting credit will be recorded to the appropriate ROU asset. A similar adjustment will be made for any deferred rent expense at the transition to ASC 842. Under ASC 842, accrued rent is no longer recognized as its own line item on the financial statements. This represents the benefit received in the period from the occupation or use of the leased asset.</p>
<ul>
<li>In the context of rent, this means recognizing the expense of occupying space as it is used, not just when rent payments are made.</li>
<li>These must be spread out over the lease term, affecting the rent expense recognized each period.</li>
<li>Therefore the variable portion of the rent payment is not included in the initial calculations, only expensed in the period paid.</li>
<li>High amounts of accrued rent might indicate potential cash flow issues if not managed properly.</li>
<li>This recognition is important as it ensures that the financial statements accurately reflect the financial position and performance of both landlords and tenants.</li>
<li>ASC 842 will have little to no impact on the income statement for rent expense.</li>
</ul>
<h2>The Impact of Accrued Rent on Lease Termination and Vacancy</h2>
<p>This process ensures that the financial records accurately reflect the diminished value of the receivable. The recognition of rent receivable begins with the establishment of these contracts, which serve as the primary source of information for recording transactions. It is the money that use to ensure that the property remains in good condition after the rental contract is finished.</p>
<h2>Introduction to Accrued Rent and Its Impact on Financial Statements</h2>
<div style='text-align:center'><iframe width='560' height='314' src='https://www.youtube.com/embed/TDygLtGgDKM' frameborder='0' alt='accured rent' allowfullscreen></iframe></div>
<p>Navigating accrued rent is a multifaceted challenge that requires a strategic approach. Companies may negotiate for better terms or rent reductions in exchange for clearing accrued rent. For a financial analyst, it is a parameter that can affect cash flow projections and liquidity assessments.</p>
<h2>Is Deferred Rent Always Recorded as a Liability, and How Is It &#8220;Delayed&#8221; or Deferred to Later Periods?</h2>
<p>On the other hand, landlords rely on accrued rent as a predictable income stream, and any delay or default in payment can significantly impact their financial stability. This situation typically arises in lease agreements where rent payments are due at the end of a period, but the occupancy and use of the property occur throughout the period. It&#8217;s not just about the rent that&#8217;s due; it&#8217;s about understanding the time period the rent covers, any prepaid rent, and the recognition of rental expenses in the correct period.</p>
<p>ABC Enterprises follows the accrual basis of accounting, and its accounting period ends on June 30th. Accrued rent liability is commonly found on a company’s balance sheet when it rents property for its operations, such as office space or a warehouse. Accrued rent is a difference in the timing of lease payments, whereas deferred rent represents a difference in the amount of payment versus the straight-line rent calculation.</p>
<p>Understanding accrued rent is essential for anyone involved in property leasing, accounting, or financial management. If the rent for December is not paid by the end of the month, the company must accrue this expense. It increases expenses on the income statement (for the lessee) and increases assets on the balance sheet (for the lessor). This adherence to the accrual basis of accounting provides a more accurate picture of a company&#8217;s financial position. Consequently, the difference between the rent paid and the rent expense recognized constitutes deferred rent, which accumulates over the lease term.</p>
<ul>
<li>TechCorp’s accounting period ends on December 31st, but the rent payment for December is due on January 7th.</li>
<li>From the perspective of an auditor, ensuring that accrued rent is properly accounted for is essential for presenting a fair view of a company&#8217;s financial health.</li>
<li>For instance, a lease might stipulate a simple monthly payment, or it could include provisions for variable rent, such as percentage rent based on the tenant&#8217;s sales.</li>
<li>To illustrate, consider a company that rents office space for $10,000 per month.</li>
<li>They must communicate the amount owed to the tenant and manage the settlement or refund process according to the lease agreement.</li>
<li>The goal is to capture what&#8217;s been incurred, even if the exact number isn&#8217;t finalized.</li>
</ul>
<p>In the case of the rent abatement above, the company begins paying rent but the payments are larger than the average rent expense which includes the abatement period. However, you are recording the straight-line rent expense calculated by dividing the total amount of required rent payments by the number of periods in the lease term. Similar to the treatment of prepaid rent, under ASC 842 the accruals are recorded to the ROU asset instead of a separate accrued rent account.</p>
<p>This includes the nature of the accruals, <a href="https://www.online-accounting.net/end-of-year-bookkeeping-the-ultimate-year-end/">end of year bookkeeping</a> the accounting policies applied, and any significant changes from the previous period. For  example, a lease agreement may stipulate that rent is due at the end of the lease period, which would result in a higher accrued rent balance. Investors and analysts, on the other hand, may analyze accrued rent figures to gauge the company&#8217;s operational efficiency and predict future cash flows.</p>
<h2>Example of an Accrued Rent Expense</h2>
<p>Using these facts and LeaseQuery’s free NPV calculator, the present value of the remaining lease payments is $11,254,351. The tenant must also account for the total lease incentive of $200,000. The lease term is 120 months (from step 1) and total rent is $15,767,592 (from step 1). The aggregate payments required under the lease total is $15,767,592. The Landlord agrees to provide a $200,000 tenant improvement allowance to be paid upfront at the commencement of the lease.</p>
<h2>Accounting for rent under the new lease accounting standards</h2>
<p>It involves recognizing rent expenses in the period they are incurred, regardless of when the cash transaction occurs. If the company&#8217;s financial year ends on December 31st, and they have not paid December&#8217;s rent by that date, they would record an accrued rent liability of $10,000 on their year-end balance sheet. For instance, accrued rent is an expense that has been incurred but not yet paid, and it is recognized as a current liability on the balance sheet. From the perspective of a business owner, accrual accounting allows for a clearer assessment of income and expenses during a specific period, which aids in better decision-making. Under ASC 842, accrued rent is not recognized separately as a liability because the right-of-use asset recognized on the balance sheet already reflects the straight-line rent expense.</p>
<h2>Accrued &#038; Deferred Rent in Lease Accounting</h2>
<p>Accrued rent, often seen as a benign entry in the liabilities section of a balance sheet, can have a profound impact on a company&#8217;s cash flow. From the perspective of a lessor, accrued rent is an asset, while from the lessee&#8217;s viewpoint, it&#8217;s a liability. Accrued rent is a critical concept for businesses that lease property, as it represents the amount of rent that has been incurred but not yet paid. In summary, accrued rent is a testament to the commitment of financial reporting to present a transparent and timely picture of a company&#8217;s financial obligations and operational costs.</p>
<p>Under ASC 840, accounting for rent in operating leases was straightforward. It provides insights into the recognition and presentation of rent expense in financial statements, complete with an example at the end of the article to illustrate rent expense measurement. How is rent expense presented in the financial statements? Tenants <a href="https://www.quickbooks-payroll.org/reaping-the-benefits-of-cycle-counting/">reaping the benefits of cycle counting</a> need to consider accrued rent as an expense during the vacancy period, analyzing its impact on profitability.</p>
<p>To handle accrued rent effectively during lease termination and vacancy, clear lease agreement clauses, timely communication, accurate calculation, and professional guidance are essential. Understanding how accrued rent is managed aids in lease renewal negotiations or exploring other leasing opportunities. They are responsible for paying the accrued rent as specified in the lease agreement, cooperating with the landlord for a smooth settlement process. Accrued rent is of great importance to both landlords and tenants as it impacts their financial records and obligations.</p>
<p>In short, organizations will now have to record both an asset and a liability for their operating leases. Recent updates to lease accounting, including new standards ASC 842, IFRS 16, GASB 87, SFFAS 54, and FRS 102 have changed the accounting treatment for some types of leasing arrangements. This could involve recalculating the present value of future lease payments and recognizing any gain or loss resulting from the modification. When lease terms are renegotiated, it may necessitate remeasuring the rent receivable and adjusting the related accounts. For instance, when recording rent receivable, it is essential to debit the rent receivable account and credit the rent income account, reflecting the earned revenue. These agreements outline the terms under which rent is to be paid, including the amount, due dates, and any conditions that might affect payment.</p>
<p>A renter frequently sets up a schedule of rent payments in its accounts payable software module, so that the same payment is made on the same day of each month until a predetermined termination date is reached. A landlord&#8217;s experience with these late payments may be so bad that it makes more sense to not accrue them at all, and instead only record revenue upon the receipt of cash (which is inclined more toward the cash basis of accounting). However, if a renter does not pay in the rent period, the landlord should accrue the rent in that accounting period, with a debit to an accrued billings (asset) account and a credit to a rent revenue account. Recording accrued rent expense requires a two-step journal entry process to reflect the liability and its subsequent settlement. Understanding the mechanics of accrued rent expense is essential for maintaining compliance and deriving actionable insights from financial statements.</p>
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		<title>Top 7 Best Accounting Software for SaaS Business</title>
		<link>https://mauverick.com/top-7-best-accounting-software-for-saas-business-36/</link>
		<comments>https://mauverick.com/top-7-best-accounting-software-for-saas-business-36/#comments</comments>
		<pubDate>Mon, 30 Jan 2023 09:47:51 +0000</pubDate>
		<dc:creator><![CDATA[Mohan Varadarajan]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://mauverick.com/?p=13080</guid>
		<description><![CDATA[Do you like this feature set but can&#8217;t live without the timer for time tracking? It has a calendar and a task view, so you can plan your projects directly within the app, and it also has a mileage tracker that uses Google Maps to make journey calculations. In terms of pricing, FreshBooks offers several [&#8230;]]]></description>
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" width="255px" alt="best accounting software for startups 2024"/></p>
<p>
<p>Do you like this feature set but can&#8217;t live without the timer for time tracking? It has a calendar and a task view, so you can plan your projects directly within the app, and it also has a mileage tracker that uses Google Maps to  make journey calculations. In terms of pricing, FreshBooks offers several subscription plans based on the number of clients and features needed.</p>
</p>
<p>
<h2>Your startup&#8217;s financial foundation starts here</h2>
</p>
<div style='text-align:center'><iframe width='560' height='314' src='https://www.youtube.com/embed/jqeoFmOv94c' frameborder='0' alt='best accounting software for startups 2024' allowfullscreen></iframe></div>
<p>
<p>Celonis is a tech startup offering a popular execution management system (EMS) that helps improve the efficiency of business processes. Built for business executives to improve their execution strategy, the platform allows users to manage every step of the process, from analytics and strategy to planning and automation. Demodesk is a platform for sales teams to connect with new and existing customers by providing real-time assistance, automation of tasks, and helping teams engage with customers effectively. Plus, the platform offers screen-sharing technology that creates more engaging and impactful meetings. Firstbase.io is an all-in-one business operations platform designed to help founders launch, manage, and grow their startups.</p>
</p>
<p>
<ul>
<li>If your startup operates internationally, look for software that supports multiple currencies and languages.</li>
<li>Aplos is another great choice for nonprofit accounting, and its pricing structure is more accessible to smaller organizations than QuickBooks Enterprise.</li>
<li>With Araize, you can also assemble a complete financial solution with its other two software solutions.</li>
<li>Being able to monitor your startup’s financial health helps you make data-backed decisions for the betterment of your startup.</li>
<li>Consider running both systems in parallel for one month to ensure data accuracy.</li>
<li>While some praise its comprehensive capabilities, others note that it is difficult to learn and offers limited exporting options.</li>
</ul>
<p>
<h2>Business Accounting Software Cons</h2>
</p>
<p>
<ul>
<li>Every transaction and approval is meticulously recorded, creating a detailed audit trail that can be invaluable during financial reviews.</li>
<li>Or integrate it with thousands of other apps by connecting Zoho Books to Zapier.</li>
<li>Remote workers can use the mobile app to snap photos of receipts, log hours in the field or issue invoices on the go.</li>
<li>Overall, AccountEdge is a viable solution for those prioritizing cost savings and desktop functionality, though it may require considerable user training.</li>
</ul>
<p>
<p>Let’s walk through the key steps and questions to ask yourself before making the final decision. If you’ve ever wondered why SaaS businesses <a href="https://www.citybiz.co/article/785736/the-real-value-of-accounting-services-for-startups/">accounting services for startups</a> seem to be a world apart from traditional models, the answer lies in how they operate—and, more importantly, how they make money. Unlike businesses that rely on one-and-done sales, SaaS thrives on subscriptions and scalability. Accounting automation has changed the finance world dramatically over the past 10 years.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="best accounting software for startups 2024"/></p>
<p>
<h2>Mobile Applications</h2>
</p>
<p>
<ul>
<li>They’re one of the best accounting software tools available for entrepreneurs in most fields.</li>
<li>There are a few reports that&#8217;ll help you look into profit and loss, see balance sheets, and get deeper insights into cash flow.</li>
<li>Other concerns center on the product’s complex implementation and the need for additional training and support, as well as the poor usability of its fixed assets and some other modules.</li>
<li>By carefully evaluating these factors, startups can choose a software solution that meets their current needs and can scale with their business as it grows.</li>
<li>It&#8217;s no wonder that everything in the app has a distinctly professional and corporate vibe, a no-nonsense approach to your accounting needs.</li>
<li>Voyage Foods is focused on recreating beloved food products using sustainable and ethical ingredients.</li>
</ul>
<p>
<p>Upmetrics has served over 110,000 entrepreneurs and partnered with institutions like Hampton University and SCORE to support aspiring business owners. It includes features such as payroll and inventory management, along with various other accounting features. Infraspeak works to streamline and optimize the facilities management industry by providing an intelligent, maintenance-management platform. Through the platform, users can develop solutions for their teams that’ll result in better services rendered and a more streamlined approach to business operations. Candid Health aims to simplify and streamline the medical billing process for healthcare providers and patients.</p>
</p>
<p>
<p>There are several options available, but these five are excellent choices for most nonprofits, providing the right balance of features, cost, and ease of use. Resolve Works specializes in providing&nbsp;outsourced accounting&nbsp;to serve the unique  needs of <a href="https://www.citybiz.co/article/785736/the-real-value-of-accounting-services-for-startups/">https://www.citybiz.co/article/785736/the-real-value-of-accounting-services-for-startups/</a> early to mid-stage startups, and companies running on the Entrepreneurial Operating System® (EOS®). Xero tends to be ideal for smaller startups, while QuickBooks is popular for all types of startup sizes. Do your homework on each solution and carefully assess its unique features to determine which option would work best for you. What’s nice about Xero is that it comes with a free 30-day trial to help you determine if it’s the right solution for your startup.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="best accounting software for startups 2024"/></p>
<p>
<h2>QuickBooks Online</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="best accounting software for startups 2024"/></p>
<p>
<p>Consider factors such as ease of use, integration capabilities, scalability, pricing, and industry-specific requirements when selecting the software that best fits your startup. Owning your bookkeeping data and ensuring seamless integrations with other business systems can significantly enhance your financial management processes. Choosing the right accounting and bookkeeping software is a pivotal decision for startups aiming to streamline financial management and support sustainable growth. In 2024, options like QuickBooks Online, Xero, FreshBooks, Zoho Books, and Wave offer valuable features tailored to different business needs and budgets. When selecting an accounting software solution, startups should consider their unique needs, budget, and growth plans.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="253px" alt="best accounting software for startups 2024"/></p>
]]></content:encoded>
			<wfw:commentRss>https://mauverick.com/top-7-best-accounting-software-for-saas-business-36/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Design Business Checks with VistaPrint</title>
		<link>https://mauverick.com/design-business-checks-with-vistaprint/</link>
		<comments>https://mauverick.com/design-business-checks-with-vistaprint/#comments</comments>
		<pubDate>Wed, 28 Jul 2021 21:49:28 +0000</pubDate>
		<dc:creator><![CDATA[Mohan Varadarajan]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://mauverick.com/?p=14200</guid>
		<description><![CDATA[Besides this, you also get to see a USB host that lets you connect a removable drive to it to print from and scan to it. The device also has a scanner that makes it easy to scan and make copies. It has a solid all-plastic body with a glossy finish that adds an extra [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Besides this, you also get to see a USB host that lets you connect a removable drive to it to print from and scan to it. The device also has a scanner that makes it easy to scan and make copies. It has a solid all-plastic body with a glossy finish that adds an extra premium touch and feel to the device. The Epson Expression Home XP-420 MICR Check Printer is a great choice for small business owners. The print quality is acceptable for rich, sharp text but not for large graphics.</p>
<p>When it comes to the best check printer, every business owner has different needs. Is MICR toner the only thing needed to print checks? Are MICR printers only necessary for large businesses? A magnetic ink printer must produce dark, crisp MICR characters to be readable by banks.</p>
<h2>Log In to Online Banking</h2>
<div style='text-align:center'><iframe width='561' height='319' src='https://www.youtube.com/embed/rX87H0fSdSE' frameborder='0' alt='bank check printers' allowfullscreen></iframe></div>
<p>Businesses no longer use cash for any of their financial transactions because digital modes are more convenient and easy to use. When you buy through some links on my website, we may earn a small commission at no additional cost to you. They are more affordable but slightly slower than laser models. The following top options for 2025 offer the best performance, affordability, and print quality.</p>
<p>For a full list of what your child can do with this account, refer to the Personal Schedule of Fees. You maintain a minimum daily balance of $20,000 or more in your account You have at least 1 qualifying direct deposit of $250 or more made to your account</p>
<p>If you&#8217;re a small business owner only printing a small volume of checks a month, you may only need a MICR ink printer with a low monthly duty. These printers are designed to work seamlessly with MICR fonts for check printing (E-13 &#038; CMC-7) to create checks that comply with industry regulations. If you&#8217;re printing checks to blank stock, a MICR printer tailored for check printing in 100% necessary. When it comes to professional &#038; business check printing, choosing the best MICR printer is crucial for security, accuracy, and efficiency. Always consult your bank for any specific requirements and regulations when printing checks, especially if you are using blank check paper. MICR printers, specifically designed for check printing, represent a higher initial investment but provide the best security and compliance.</p>
<h2>Our Verdict — Best For Custom Checks</h2>
<p>Discover resources from Bank of America to improve your financial health. Explore resources that can help you along your financial journey, including managing spending, saving, credit / debt management and more. Your road to financial independence starts here, from learning the basics to growing wealth. Mobile1 and Online Banking help you stay in control of your financial life 24/7. To learn more about relationship-based ads, online behavioral advertising and our privacy practices, please review the Bank of <a href="https://accounting-services.net/5-best-printers-for-printing-checks-2020/">bank check printers</a> America Online Privacy Notice and our Online Privacy FAQs.</p>
<h2>best check printer for small business</h2>
<p>Each check must have a MICR code at the bottom, including the bank routing number, account number, and check number. It uses a MICR Toner with iron oxide, allowing MICR Readers to detect and verify printed characters, ensuring accurate check processing and fraud prevention. Without the right technology, checks may be rejected, causing delays and financial risks. You can apply online for a checking account, savings account, CD or IRA.</p>
<ul>
<li>There are many software programs available that offer customizable check templates, such as Checkkeeper or OnlineCheckWriter.</li>
<li>It is one of the most compact check printers that we have tested.</li>
<li>Compatibility ensures that the checks produced meet the necessary security, quality, and bank compliance standards, minimizing the risk of check rejections or fraud.</li>
<li>We&#8217;re here to make your journey easier with the vital information, resources and support you need to get started banking.</li>
<li>Relationship-based ads and online behavioral advertising help us do that.</li>
<li>Whether you need checks for personal or business use, we have a variety of types and design options, with different quantities available for different styles.</li>
</ul>
<p>On the back, we have a power socket and a USB port to connect the device to a computer using a wired connection. The device has a 1.1” monochrome LCD at the top, paired with a few buttons by its sides. It also comes with a mobile application for easier management and can take prints directly from your mobile phone. Once you are done, close the paper tray and ensure it locks into position. Insert paper sheets into the tray, and adjust the guides as per the size of your paper.</p>
<p>Checkeeper is an amazing cloud-based online check printing software. Outsourced check printing services may be more cost-effective for businesses with low volumes of checks or those looking to avoid the complexities of in-house printing. Software plays a critical role in check printing, offering tools for designing, managing, and printing checks securely and efficiently.</p>
<h2>Checking</h2>
<ul>
<li>On the back, we have a power socket and a USB port to connect the device to a computer using a wired connection.</li>
<li>The build quality of this printer, though, is not made for heavy usage.</li>
<li>For the first impressions, the device felt extremely sturdy with a very well-engineered body.</li>
<li>Printing checks in-house can be cost-effective for businesses with a regular need for check issuance, offering control over the printing process and immediate access to checks.</li>
<li>However, Microsoft Word can be used to create and print checks.</li>
</ul>
<p>Check that the stock paper is compatible with most printers, and check the printing software. Both printers meet all bank security requirements, so your checks will be safe from counterfeiting. The Canon Pixma MG3620, when paired with a decent MICR ink cartridge, can be a good printer for printing checks. The Canon Pixma MG3620 is one of the best, if not the best all-in-one printers available for printing checks. VersaCheck HP DeskJet 3755 MX MICR is one of the ideal printers for printing checks. The Brother HL-L2350DW is by far the best compact laser printer that you can find on the market for printing checks.</p>
<p>We have the toner packed inside a silver foil after gently removing the foam. You also get to see an image of what the actual device is going to look like. The device ships inside a white, square-shaped carton with Brother’s branding toward the front, along with the list of features the device has to offer.</p>
<p>For those who print checks occasionally, the best printer for printing checks is one that strikes a balance between cost and performance. Laser printers are the preferred choice for high-volume check printing due to their speed and precision. A MICR printer is essential for secure, bank-compliant check printing. A magnetic ink printer for checks prints characters that financial institutions can scan using MICR Readers.</p>
<p>Once approved, make the minimum opening deposit of $25 or $100, depending on the account.5. Select an account and choose Open now to go to the application.2. This account is for existing Bank of America customers. For SafeBalance Banking® for Family BankingYou can only apply online. A certificate of deposit (CD) account is for setting aside money for a set time — from 1 month to several years. Savings accounts earn interest and may offer an ATM card for making deposits and getting cash.</p>
<p>Let’s explore the tools, setup, and legal requirements for printing valid checks. For businesses, using the best check printer prevents rejected payments. MICR (Magnetic Ink Character Recognition) is a specialized technology used for check printing. You can apply for a Bank of America checking account online or at a financial center, with a few exceptions. Some checking accounts offer paper checks for making payments.</p>
<p>If you want to use this laser check printer to print checks, you will need to buy it separately. However, it is suitable for lighter jobs like printing checks and casual photo printing. You can use both inkjet and laser printers for this purpose if your printer shares support for MICR inks. No, MICR toner is essential, but you also need MICR-compliant paper for the checks to be accepted by banks. Can any  printer be used for check printing? These printers ensure proper check formatting and bank compliance.</p>
<p>That’s why it’s important to compare various printers and their features before purchasing one. Using the wrong type of paper can lead to check rejections, even with the right toner. Are MICR printers expensive and not worth the investment? Using MICR Toner, these printers ensure authenticity verification by MICR Readers.</p>
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