{"id":12181,"date":"2021-08-17T08:22:02","date_gmt":"2021-08-17T13:22:02","guid":{"rendered":"https:\/\/elrotativo.mx\/portal\/?p=12181"},"modified":"2023-01-30T08:58:14","modified_gmt":"2023-01-30T14:58:14","slug":"lesson-rules-of-algebraic-and-arithmetic","status":"publish","type":"post","link":"https:\/\/elrotativo.com.mx\/portal\/lesson-rules-of-algebraic-and-arithmetic\/","title":{"rendered":"Lesson Rules Of Algebraic And Arithmetic Operations"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">What Are Two Typical Reasons For The Bank Making Additional Deposits To The Company&#8217;s Cash Account?<\/a><\/li>\n<li><a href=\"#toc-1\">Percentage Gross Profit<\/a><\/li>\n<li><a href=\"#toc-2\">Accounting Flashcards<\/a><\/li>\n<li><a href=\"#toc-3\">Amounts Due To Be Paid Within The Next 12 Months  Accounts Payable And Interest Payable Are Examples<\/a><\/li>\n<li><a href=\"#toc-4\">Accounting Basics<\/a><\/li>\n<li><a href=\"#toc-6\">Students Also Viewed<\/a><\/li>\n<li><a href=\"#toc-7\">How Often Are Inventory Records Updated In A Perpetual Inventory System?<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"257px\" alt=\"accounting 7,8,9 Flashcards\"\/><\/p>\n<p>Since the firm chose investment 1, they passed up on an investment opportunity that cost $50,000 and returned 100%. This missed investment opportunity cost the firm $50,000 in implicit costs. Accounting profit is also reported to the IRS and is used in determining how much tax must be paid.<\/p>\n<ul>\n<li>Sometimes to make things happen, you must just reach out and ask for help.<\/li>\n<li>\u00abI could have joined the FBI in a shorter period of time and with less documentation than it took to get that mortgage,\u00bb shequipped.<\/li>\n<li>Over the past few years our volunteers, committee members and board members have retired or are looking to retire as they no longer have students in the school district.<\/li>\n<li>And our full library of practice tools, aligned to academic standards, can help your student do it at their own pace.<\/li>\n<li>Accounting profit is most referred to as net income.<\/li>\n<li>Varsity Tutors connects learners with a variety of experts and professionals.<\/li>\n<li>Continue working your way out until there are no more sets of parentheses to process.<\/li>\n<\/ul>\n<p>A recent study of our tutoring students showed an average increase of an entire letter grade. With more kids or family members using a free video conferencing tool such as Google Hangouts Meet, Zoom or Skype. In addition to learning impact, playing Kahoot! Also helps learners connect with each other when school is out.<\/p>\n<h2 id=\"toc-0\">What Are Two Typical Reasons For The Bank Making Additional Deposits To The Company&#8217;s Cash Account?<\/h2>\n<p>Economic profit is used primarily by internal users when evaluating the decision, they made related to mutually exclusive projects. A mutually exclusive project is a term that describes the situation in which a firm only has enough resources to choose one alternative. Assets that are most likely to turn into cash or used up in 1 yr.<\/p>\n<p>Eric Sottile has a bacholors degree in accounting from the University of Kentucky and a bachelors degree in finance from the University of Kentucky. Eric works for a public accounting firm and has passed his CPA exams with an average score of 94. Companies within the same industry do not always use the same depreciation method, but will use the same expected useful life for the same piece of equipment. Extraordinary repairs, replacements, and additions are added to the appropriate asset accounts rather than being recorded as expenses.<\/p>\n<ul>\n<li>That is what Nevada State Museum Tour Guides do everyday.<\/li>\n<li>Calculate the results of an expression within the next most inner set of parentheses in the equation.<\/li>\n<li>Do you think you know enough about Marketing planning?<\/li>\n<li>Accounting also refers to the process of summarizing, analyzing&#8230;<\/li>\n<li>We also look for virtual teaching experience to ensure they\u2019re fully qualified to instruct your learner.<\/li>\n<\/ul>\n<p>Where accounting profit is total revenues less total explicit costs, economic profit goes a step further by subtracting both implicit and explicit costs. Implicit costs are the revenues that were lost because one accepted one project and not another. Implicit costs are not costs that are incurred by the firm and reported on the financial statements. Implicit costs are the primary result of resource constraints. For example, one has $100 to invest in one of two projects.<\/p>\n<p>List three possible methods used to determine the value of inventory. When a customer decides to keep such undesirable products at a reduced price. When undesirable products are returned to the seller. Classified is going to group assets and liabilities into current or long term. A non classified does not do this grouping.<\/p>\n<p>The current ratio measures a company&#8217;s ability to pay off short term debt. The Budget Process Accounting is the comprehensive recording of financial transactions pertaining to a business. Accounting also refers to the process of summarizing, analyzing&#8230; Sales of $190,000, which included $155,000 in credit sales and $35,000 in cash sales. It can be used to estimate the amount of operating expenses for a period. A complex example of the application of the LAWS OF ALGEBRAIC AND ARITHMETIC OPERATIONS can be found in the lesson on the ORDER OF ALGEBRAIC AND ARITHMETIC OPERATIONS. The numbers within the parentheses are processed first.<\/p>\n<h2 id=\"toc-1\">Percentage Gross Profit<\/h2>\n<p>Accounting profit is calculated by taking all revenues less all explicit costs. Explicit costs are all costs incurred that show up on the income statement. If the firm invests in machine 2, they can expect an accounting profit of $25,000. This is calculated by finding the product of the expected demand of 5,000 units and the $15 profit per unit, which equals $75,000, and subtracting the cost of the machine ($50,000). The firm decides to calculate accounting profit for each investment decision. If the firm invests in machine 1, they can expect an accounting profit of $50,000. This is calculated by finding the product of the expected demand of 10,000 units and the $15 profit per unit, which equals $150,000, and subtracting the cost of the machine ($100,000).<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"251px\" alt=\"accounting 7,8,9 Flashcards\"\/><\/p>\n<p>The Reno-Tahoe Young Professionals Network is proud to again be presenting the highly-acclaimed Annual Non-Profit Night! Returning for the 13th year, the community at large is looking forward to, more than ever, connecting with non-profits and making a difference in the communities in which we live, work, and play. Do you enjoy learning new things and helping to fulfill an important educational mission? That is what Nevada State Museum Tour Guides do everyday. Carson High Safe Grad is in need of volunteers, committee members and new board members for next year. Over the past few years our volunteers, committee members and board members have retired or are looking to retire as they no longer have students in the school district.<\/p>\n<h2 id=\"toc-2\">Accounting Flashcards<\/h2>\n<p>Studies miscarriages \u2014 is skeptical about extrapolating findings from mice to humans. \u201cEmbryo development and implantation are very different in humans versus mice,\u201d he explains. 10 to 20 percent of known pregnancies end in miscarriage, although some suggest that the actual number is higher when accounting for miscarriages that occur before a pregnancy is known. Genes &#038; Development, shows how outside processes might affect the genes in a fertilized egg in such a way as to cause prenatal death. The findings may have implications for our understanding of miscarriages and placenta development in humans.<\/p>\n<ul>\n<li>Economic profit can never exceed accounting profit.<\/li>\n<li>We look at 100+ variables to create a personalized learning plan just for you.<\/li>\n<li>Understand how each is calculated and find solved examples of each type of profit.<\/li>\n<li>It is reported to the IRS and used for taxes.<\/li>\n<li>Assuming nothing else changes, a decrease in average net \u015cxed assets will cause the \u015cxed asset turnover ratio to increase.<\/li>\n<li>Write offs of uncollectible receivables, $9000 using the allowance method.<\/li>\n<\/ul>\n<p>Since the individual doesn&#8217;t have enough money to invest in both opportunities, the lost profit from the project not chosen is an implicit cost and reduces <a href=\"https:\/\/accountingcoaching.online\/\">https:\/\/accountingcoaching.online\/<\/a> the economic profit. Implicit costs are also known as opportunity costs since they are essentially the costs of missing out on an opportunity.<\/p>\n<h2 id=\"toc-3\">Amounts Due To Be Paid Within The Next 12 Months  Accounts Payable And Interest Payable Are Examples<\/h2>\n<p>We also look for virtual teaching experience to ensure they\u2019re fully qualified to instruct your learner. Once you\u2019ve aced all flashcards, move on to Practice mode to play a kahoot without a timer until you\u2019ve answered all questions correctly. C) all reasonable and necessary costs of acquiring an asset and preparing it for use.<\/p>\n<p>Do you think you know enough about Marketing planning? If yes, then you can definitely pass this Marketing Planning Quiz. Try to answer as many questions as you can. Your score will put light upon your understanding of this&#8230; Your score will put light upon your understanding of this subject.<\/p>\n<p>The numbers within the parentheses are processed first based on the ORDER OF ALGEBRAIC AND ARITHMETIC OPERATIONS. Continue working your way out until there are no more sets of parentheses to process. Replace the next most inner set of parentheses and the expression within the set of parentheses with the results of the calculation. Calculate the results of an expression within the next most inner set of parentheses in the equation. Replace the most inner set of parentheses and the expression within the set of parentheses with the results of the calculation. Calculate the results of an expression within the most inner set of parentheses in the equation. The actual operations are the same, but in some cases you would favor one method over another even though both methods provide the same answer.<\/p>\n<p>Long-lived assets found on a company\u2019s balance sheet may include some assets that have no physical substance. CASA of Carson City received an early holiday gift from Casey Neilon, an accounting firm with offices in Reno and Carson City, in the form of a sizeable donation.<\/p>\n<h2 id=\"toc-4\">Accounting Basics<\/h2>\n<p>It is generally used to record both sales returns and sales <a href=\"https:\/\/accountingcoaching.online\/accounting-7-8-9-flashcards\/\">accounting 7,8,9 Flashcards<\/a> allowances. Divide current assets by current liabilities.<\/p>\n<p>However, both are used as types of performance metrics. Accounting profit is calculated by taking all of the revenues of a firm and subtracting all the explicit costs, which are all the costs incurred by the firm and reported on the income statement. Economic profit is calculated by taking total revenues and subtracting both explicit costs and implicit costs. Implicit costs, also known as opportunity costs, are not costs incurred and recorded on the income statement, but the loss of a potential gain due to one choosing one decision instead of another.<\/p>\n<ul>\n<li>We look at 100+ variables to create a personalized learning plan just for your student.<\/li>\n<li>The manufacturer&#8217;s accounting profit is $500.<\/li>\n<li>As in previous years, Christmas trees can be placed curbside on your regular trash collection day or taken to one of the drop off locations.<\/li>\n<li>The numbers within the parentheses are processed first.<\/li>\n<li>Whether it\u2019s part of a study assignment or you\u2019re doing it for fun, creating your own kahoot takes minutes in the app.<\/li>\n<li>Stuvia customers have reviewed more than 450,000 summaries.<\/li>\n<li>Williamson, re-elected as vice president of Tech Wednesdays, has worked for 15 years as an ActionCOACH business coach in Reno.<\/li>\n<\/ul>\n<p>He is also a Certified Exit Planner with the Business Exit Institute, helping business owners plan their exit from their businesses. Offering a religious rationale for policy goals threatens what for many has become the cherished principle of secularrationalism in public life. Like American community colleges, admission at an open university is not competitive, but the schools offer arange of programs, including doctoral degrees. To create this list, we started with the words that give our users the most trouble and then ranked them by how frequently they appear in our corpus of billions of words from edited sources. If you only have time to study one list of words, this is the list. We choose only the best educators for our students. Each applicant must pass a rigorous vetting process, including simulations, background checks, and interviews.<\/p>\n<p>Accounting profit is mainly used by investors and creditors. Economic profit on the other hand is calculated by taking total revenues and subtracting both explicit and implicit costs. Implicit costs, also known as opportunity costs, are the costs related to the gain from not choosing an alternative.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"256px\" alt=\"accounting 7,8,9 Flashcards\"\/><\/p>\n<p>Economic profit can never exceed accounting profit. This is because accounting profit is equal to total revenues less total explicit costs and economic profit is total revenues less both explicit and implicit costs.<\/p>\n<h2 id=\"toc-6\">Students Also Viewed<\/h2>\n<p>Accounting profit is most referred to as net income. Accounting profit is seen most commonly on income statements. It is simply revenue less explicit costs. Explicit costs are the recognized costs incurred by the firm. The most common explicit costs are items such as the cost of goods sold, rent, interest expenses, utility expenses, marketing expenses, and depreciation expenses. For example, a small candle manufacturer manufactured and sold 100 candles for a total of $1,000.<\/p>\n<p>Accounting profit is used internally by management when evaluating performance but is mostly used by external users like creditors and investors. For example, a lender looks at a company&#8217;s accounting profit to determine the likelihood of repayment. Investors may look at this figure over time to evaluate if the company is worth investing in, holding, or selling. Accounting profit is also used to help calculate taxes. Accounting profit is essentially net income. It is the profit shown on the income statement and is calculated by subtracting explicit costs from revenue.<\/p>\n<p>Pathos, ethos, and logos are identified as three primary methods of persuasion, which are ethical strategies for&#8230; Williamson, re-elected as vice president of Tech Wednesdays, has worked for 15 years as an ActionCOACH business coach in Reno.<\/p>\n<h2 id=\"toc-8\">Senator Square: Angel Tree Program Takes Off In Carson City<\/h2>\n<p>Entries would be something like or (-59) or (-x). You can clear the parentheses if it makes sense to do so, or you can leave it to be processed later on. The order of algebraic and arithmetic operations is briefly mentioned here, but will be covered in more detail in the lesson titled ORDER OF ALGEBRAIC AND ARITHMETIC OPERATIONS. Do you think you know everything about the market environment and analysis? Play this quiz and test your understanding of strategic marketing analysis. Marketing environmental analysis refers to a marketing analysis tool that&#8230; Welcome to this interesting \u2018ethos, pathos, logos quiz\u2019 that we\u2019ve created here for you.<\/p>\n<p>The total explicit costs incurred by the manufacturer are $500. The manufacturer&#8217;s accounting profit is $500. This is calculated by taking the total revenue of $1,000 and subtracting the total explicit costs of $500. Economic profit is a metric most commonly used internally when evaluating investment decisions.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content What Are Two Typical Reasons For The Bank Making Additional Deposits To The Company&#8217;s Cash Account? Percentage Gross Profit Accounting Flashcards Amounts Due To Be Paid Within The Next 12 Months Accounts Payable And Interest Payable Are Examples Accounting Basics Students Also Viewed How Often Are Inventory Records Updated In A Perpetual Inventory System? [&hellip;]<\/p>\n","protected":false},"author":4,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"tdm_status":"","tdm_grid_status":"","footnotes":""},"categories":[1],"tags":[],"class_list":["post-12181","post","type-post","status-publish","format-standard","category-sin-categoria"],"_links":{"self":[{"href":"https:\/\/elrotativo.com.mx\/portal\/wp-json\/wp\/v2\/posts\/12181","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/elrotativo.com.mx\/portal\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/elrotativo.com.mx\/portal\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/elrotativo.com.mx\/portal\/wp-json\/wp\/v2\/users\/4"}],"replies":[{"embeddable":true,"href":"https:\/\/elrotativo.com.mx\/portal\/wp-json\/wp\/v2\/comments?post=12181"}],"version-history":[{"count":1,"href":"https:\/\/elrotativo.com.mx\/portal\/wp-json\/wp\/v2\/posts\/12181\/revisions"}],"predecessor-version":[{"id":12182,"href":"https:\/\/elrotativo.com.mx\/portal\/wp-json\/wp\/v2\/posts\/12181\/revisions\/12182"}],"wp:attachment":[{"href":"https:\/\/elrotativo.com.mx\/portal\/wp-json\/wp\/v2\/media?parent=12181"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/elrotativo.com.mx\/portal\/wp-json\/wp\/v2\/categories?post=12181"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/elrotativo.com.mx\/portal\/wp-json\/wp\/v2\/tags?post=12181"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}