{"id":3557,"date":"2021-08-26T13:27:35","date_gmt":"2021-08-26T13:27:35","guid":{"rendered":"https:\/\/www.m-syria-d.com\/ku\/?p=3557"},"modified":"2021-12-07T16:01:49","modified_gmt":"2021-12-07T16:01:49","slug":"calculating-discount-factors-in-excel","status":"publish","type":"post","link":"https:\/\/www.m-syria-d.com\/ku\/?p=3557","title":{"rendered":"Calculating Discount Factors In Excel"},"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\">Cumulative Discount Factor Tables<\/a><\/li>\n<li><a href=\"#toc-1\">How Does The Dividend Discount Model Ddm Work?<\/a><\/li>\n<li><a href=\"#toc-2\">How To Calculate The Discount Factor Or Discount Rate Value<\/a><\/li>\n<li><a href=\"#toc-3\">How The Feds Discount Rate Works<\/a><\/li>\n<li><a href=\"#toc-4\">Understand The Discount Rate Used In A Business Valuation<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"258px%\" alt=\"what is a discount factor\"\/><\/p>\n<p>The term discount rate can refer to either the interest rate that the Federal Reserve charges banks for short-term loans or the rate used to discount future cash flows in discounted cash flow analysis. Understanding this discount factor is very important because it captures the effects of compounding on each time period, which eventually helps in the calculation of discounted cash flow. The concept is that it decreases over time as the effect of compounding the discount rate builds over time. As such, it is a very critical component of the time value of money. A factor used in obtaining the present value by which future cash flow is multiplied is called as the discount factor. The discount factor can be calculated based on the discount rate and number of compounding periods.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"256px%\" alt=\"what is a discount factor\"\/><\/p>\n<p>One of the basic tenets of investing is that a dollar today is worth more than a dollar tomorrow. For example, say that you have the choice to receive $100 today or receive $100 in a year. During the year, you can invest the $100 received today at a rate of 5 percent. Given the choice of having $105 at the end of the year or waiting to get the original $100 at the end of the year, you would likely take the $105. The value 1\/(1 + r)n is called the discount factor, used to multiply any actual cost or benefit to give its present value (Table B.1). The company will use 8.6 percent as its discount factor in the net present value method to evaluate projects.<\/p>\n<p>The discount, or charge, is the difference between the original amount owed in the present and the amount that has to be paid in the future to settle the debt. Terminal value determines the value of a business or project beyond the forecast period when future cash flows can be estimated. The steady-state discount factor, p, is set to 0.9957, which equals the average ratio of the GDP implicit price deflator inflation rate to the 3-month T-bill rate. Fiscal limits are substantially lower in emerging market economies than in advanced economies due to the lower discount factor. The discount factor formula offers a way to calculate the net present value . It\u2019s a weighing term used in mathematics and economics, multiplying future income or losses to determine the precise factor by which the value is multiplied to get today\u2019s net present value.<\/p>\n<h2 id=\"toc-0\">Cumulative Discount Factor Tables<\/h2>\n<p>The discount factor of a company is the rate of return that a capital expenditure project must meet to be accepted. It is used to calculate the net present value of future cash flows from a project and to compare this amount to the initial investment. The discount factor used in this calculation is the company&#8217;s weighted average cost of capital. The discount factor used in this calculation is the company\u2019s weighted average cost <a href=\"https:\/\/en.wikipedia.org\/wiki\/Retained_earnings\">retained earnings<\/a> of capital. The same term, discount rate, is also used in discounted cash flow analysis. DCF is a commonly followed valuation method used to estimate the value of an investment based on its expected future cash flows. Based on the concept of the time value of money, the DCF analysis helps assess the viability of a project or investment by calculating the present valueof expected future cash flows using a discount rate.<\/p>\n<p>In October 2008, the month after Lehman Brothers&#8217; collapse, discount window borrowing peaked at $403.5 billion against the monthly average of $0.7 billion from 1959 to 2006. Owing to the financial crisis, the board also extended the lending period from overnight to 30 days, and then to 90 days in March 2008. Once the economy regained control, those temporary measures were revoked, and the discount rate was reverted to overnight lending only. Sometimes in order to make these large purchases, a company will need take out a loan from a bank. When a bank loans money to an entity, they consider it an investment, and expect more money in return. Interest is paid regularly at a particular rate for the use of money lent, or for delaying the repayment of a debt.<\/p>\n<p>Keep in mind that cash flows at different time intervals all have different discount rates. For example, if you expect an additional $4,000 in two years, that cash flow should be multiplied by the two-year discount rate \u2014 in this scenario, 91 percent \u2014 for a present value of $3,640. The discount rate or discount factor is a percentage that represents the time value of money for a certain cash flow.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"250px%\" alt=\"what is a discount factor\"\/><\/p>\n<p>By considering financing investment with a portion of debt, some prospects that might\u2019ve looked unviable with NPV alone suddenly seem more attractive as investment possibilities. We are driven to provide useful value investing information, advice, analysis, insights, resources, and education to busy value investors that make it faster and easier to pick money-making value stocks and manage their portfolio. Don\u2019t justify the purchase of a company just because it fits the numbers. Don\u2019t fool yourself into believing that a cheap company will yield good returns because you\u2019ve used some cool numbers. When Warren Buffett first started to build a position in Coca-Cola in 1987, he used the treasury rate as a yardstick. If 15% was used to discount $1,753, you would only be willing to pay $1,524 in today\u2019s money for $1,753.<\/p>\n<h2 id=\"toc-1\">How Does The Dividend Discount Model Ddm Work?<\/h2>\n<p>For both companies and investors, discount rate is a key metric when positioning for the future. An accurate discount rate is crucial to investing and reporting, as well as assessing the financial viability of new projects within your company. For investors, the cost of capital is a discount rate to value a business. If you want to calculate your own discounted cash flows, you\u2019ll need this. But you don\u2019t actually need this for figuring out what your personal investor discount rate should be. I use the term cost of capital and discount rate interchangeably as a public equities investor.<\/p>\n<p>So if you invest your $1000 in a bank for 10 years, you would get a predicted return as described above with a %.05 increase per year. If you invest your money in a stock, you might get a higher return than in a bank. If you can consistently get 4% return, that becomes your discount rate. That way, when evaluating what investments are good for you, you need to compare the investment\u2019s rate of return against your own discount rate. The concept of the stochastic discount factor is used in financial economics and mathematical finance. The name derives from the price of an asset being computable by &#8220;discounting&#8221; the future cash flow.<\/p>\n<p>To calculate a discount rate for a cash flow, you&#8217;ll need to know the highest interest rate you could get on a similar investment elsewhere. To calculate the discount factor for a cash flow one year from now, divide 1 by the interest rate plus 1. For example, if the interest rate is 5 percent, the discount factor is 1 divided by 1.05, or 95 percent. The present value of a cash flow (i.e. the value of future cash in today\u2019s dollars) is calculated by multiplying the cash flow for each projected year by the discount factor, which is driven by the discount rate and the matching time period. In the previous example, we were blending the concept of \u201cinflation\u201d with another concept called \u201cdiscount rate\u201d. Inflation is how the price of goods generally increases, and can be an appropriate substitute for figuring out the future value of money. However, \u201cdiscount rate\u201d, is a term which is unique to individuals and business entities.<\/p>\n<p>E.g., if you like to use 10% returns in your calculations, you are likely thinking about a 10% pre-tax return. If you do desire a 10% return post-tax, then your pre-tax discount rate is likely 11.5 to 13%.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"253px%\" alt=\"what is a discount factor\"\/><\/p>\n<p>This discount rate is used to arrive at the present values of future cash flows. The second meaning refers to the Federal Reserve&#8217;s rate for crediting overnight loans for banks in need of emergency liquidity. What is the appropriate discount rate to use for an investment or a business project? While investing in standard assets, like treasury bonds, the risk-free rate of return is often used as the discount rate. On the other hand, if a business is assessing the viability of a potential project, they may use theweighted average cost of capital as a discount rate, which is the average cost the company pays for capital from borrowing or selling equity.<\/p>\n<h2 id=\"toc-2\">How To Calculate The Discount Factor Or Discount Rate Value<\/h2>\n<p>Let&#8217;s take for example a payment of $1 to be received 3 years into the future, where the annual discount rate is 2%. It is comprised of a blend of the cost of equity and after-tax cost of debt and is calculated by multiplying the cost of each capital source by its relevant weight and then adding the products together to determine the WACC value. The definition of a discount rate depends the context, it&#8217;s either defined as the interest rate used to calculate net present value or the interest rate charged by the Federal Reserve Bank. There are two discount rate formulas you can use to calculate discount rate, WACC and APV . If you choose to use a high discount rate such as 12% or 15% to discount the future cash, it just means you are willing to pay less today for the future cash.<\/p>\n<p>As we noted earlier, you can\u2019t gain a full picture of your company&#8217;s future cash flows without solid DCF analysis; you can&#8217;t perform DCF analysis without calculating NPV; you can&#8217;t calculate either without knowing your discount rate. The discount rate we are primarily interested in concerns the calculation of your business\u2019 future cash flows based on your company\u2019s net present value, or NPV.<\/p>\n<p>Whether for real or nominal units of a currency, if a discount function can be determined from the values and characteristics of default-free instruments, any corresponding vector of cash flows can be valued and replicated. Moreover, any such vector can be &#8220;traded for&#8221; any other with the same present value.<\/p>\n<ul>\n<li>In such case the term internal rate of return is utilized, instead of yield-to-maturity.<\/li>\n<li>Inflation is how the price of goods generally increases, and can be an appropriate substitute for figuring out the future value of money.<\/li>\n<li>The uniform annual payment required to amortize $1 000 over 20 years at 10% interest is obtained by dividing by the factor 8.51.<\/li>\n<li>Because of the value difference that timing creates, investors and financial analysts discount future cash flows to translate them into today&#8217;s dollar value.<\/li>\n<li>Third step is to assume or find out the compounding period by market information.<\/li>\n<\/ul>\n<p>First, the discount rate refers to the interest rate charged to the commercial banks and other financial institutions for the loans they take from the Federal Reserve Bank through the discount window loan process. Second, the discount rate refers to the interest rate used in discounted cash flow analysis to determine the present value of future cash flows. Cash flows are generated in every business, but will they be worth as much in the future as they are today? The concept of &#8220;time value of money&#8221; is the biggest factor when you calculate the discount factor for future cash flows to find out their present value. It is used for assessing the time value of money, and is referred to as the discount factor or discounting.<\/p>\n<p>Recall how this time around, the cash flow will be divided by the discount factor to get the present value. In order to calculate the present value of an asset or investment, one of the first steps is to determine the discount factor. The discount factor is a weighting term that multiplies future happiness, income, and losses in order to determine the factor by which money is to be multiplied to get the net present value of a good or service. Let us take an example where the discount factor is to be calculated from year 1 to year 5 with a discount rate of 10%. Compounding Can Be QuarterlyThe compounding quarterly formula depicts the total interest an investor can earn on investment or financial product if the interest is payable quarterly and reinvested in the scheme. It considers the principal amount, quarterly compounded rate of interest and the number of periods for computation.<\/p>\n<h2 id=\"toc-3\">How The Feds Discount Rate Works<\/h2>\n<p>Discount rate is key to managing the relationship between an investor and a company, as well as the relationship between a company and its future self. Like Buffett, I have a minimum return rate that I want and that happens to be between 7-12% in today\u2019s world of low interest rates and dependent on the type of company. Buffett\u2019s choice to discount by the treasury rate was his minimum required return. He also used the treasury rate as a measuring stick for all businesses, rather than assigning a different rate for different businesses. You can see how choosing and thinking through a narrative is important in choosing a discount rate. On the other hand, using a 9% discount rate would give a value of $1,608 for the $1,753.<\/p>\n<p>Discount factor used by pension plan and insurance companies for discounting their liabilities. It is also used in short term money market like commercial paper and T-bills etc. We have to calculate the discount factor when the discount rate is 10% and the period is 2. Typically, an average of a select set of market rates of comparable alternative lending facilities is taken into account while arriving at the seasonal credit program discount rate.<\/p>\n<p>The cost of capital, in a financial market equilibrium, will be the same as the market rate of return on the financial asset mixture the firm uses to finance capital investment. Some adjustment may be made to the discount rate to take account of risks associated with uncertain cash flows, with other developments. The &#8220;time value of money&#8221; indicates there is a difference between the &#8220;future value&#8221; of a payment and the &#8220;present value&#8221; of the same payment. The rate of return on investment should be the dominant factor in evaluating the market&#8217;s assessment of the difference between the future value and the present value of a payment; and it is the market&#8217;s assessment that counts the most.<\/p>\n<h2 id=\"toc-4\">Understand The Discount Rate Used In A Business Valuation<\/h2>\n<p>But again, if your pre-tax desired rate of return is 10%, then your post-tax discount rate should be 7 to 8.5%. Because if you actively think about how you use discount rates <a href=\"https:\/\/en.wikipedia.org\/wiki\/Cash_flow\">cash flow<\/a> day-to-day, you will find that you use them like a yardstick for your rate of return. Anyway, this is the important point I want to make in this discount rate discussion.<\/p>\n<h2 id=\"toc-5\">Discount Factor Table For Excel<\/h2>\n<p>Consequently, investors can utilize this factor to translate the value of future investment returns into present value in dollars. The concept of duration that is especially relevant for Analysts who counsel the managers of defined-benefit <a href=\"https:\/\/business-accounting.net\/what-is-a-discount-factor\/\">what is a discount factor<\/a> pension funds. Many such funds have obligations to pay future pensions that are fixed in nominal (e.g. dollar) terms, at least formally. Moreover, the bulk of the cash flows must be paid at dates far into the future.<\/p>\n<p>Your discount rate expresses the change in the value of money as it is invested in your business over time. In this context of DCF analysis, the discount rate refers to the interest rate used to determine the present value. For example, $100 invested today in a savings scheme that offers a 10% interest rate will grow to $110. In other words, $110 when discounted by the rate of 10% is worth $100 as of today.<\/p>\n<p>If you want to become a master of Excel financial analysis and an expert on building financial models then you&#8217;ve come to the right place. XIRR assigns specific dates to each individual cash flow making it more accurate than IRR when building a financial model in Excel. If the undiscounted cash flow in that period <a href=\"https:\/\/www.bing.com\/search?q=bookkeeping&#038;go=\u041f\u043e\u0438\u0441\u043a&#038;qs=n&#038;form=QBRE&#038;sp=-1&#038;pq=bookkeeping&#038;sc=5-11&#038;sk=&#038;cvid=4C6F1478E53347A29CEC05BDE209BF5F\">bookkeeping<\/a> is $120,000, then to get the present value of that cash flow, we multiply it by 0.564, to arrive at $67,736.9. The third tier, called the seasonal credit program, serves the smaller financial institutions which have higher variance in their cash flows, though the cash flows may be predictable to a good extent.<\/p>\n<p>The present value of the liabilities of such a plan can be computed in the usual way and its yield-to-maturity or discount rate, determined, using market rates of interest. In many cases, the discount rate will be very close to a long-term rate of interest (e.g. that for 20-year bonds). Since term structures of interest rates tend to be quite flat at the long end, any change in the long-term rate of interest will be accompanied by a roughly equal change in the discount rate for a typical pension plan of this type.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Cumulative Discount Factor Tables How Does The Dividend Discount Model Ddm Work? How To Calculate The Discount Factor Or Discount Rate Value How The Feds Discount Rate Works Understand The Discount Rate Used In A Business Valuation The term discount rate can refer to either the interest rate that the Federal Reserve charges banks [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-3557","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"_links":{"self":[{"href":"https:\/\/www.m-syria-d.com\/ku\/index.php?rest_route=\/wp\/v2\/posts\/3557","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.m-syria-d.com\/ku\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.m-syria-d.com\/ku\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.m-syria-d.com\/ku\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.m-syria-d.com\/ku\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=3557"}],"version-history":[{"count":1,"href":"https:\/\/www.m-syria-d.com\/ku\/index.php?rest_route=\/wp\/v2\/posts\/3557\/revisions"}],"predecessor-version":[{"id":3558,"href":"https:\/\/www.m-syria-d.com\/ku\/index.php?rest_route=\/wp\/v2\/posts\/3557\/revisions\/3558"}],"wp:attachment":[{"href":"https:\/\/www.m-syria-d.com\/ku\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=3557"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.m-syria-d.com\/ku\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=3557"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.m-syria-d.com\/ku\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=3557"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}