Accounting rate of return The accounting rate of return (ARR) is a way of comparing the profits you expect to make from an investment to the amount you need to invest. The ARR is normally calculated as the average annual profit you expect over the life of an investment project‚ compared with the average amount of capital invested. For example‚ if a project requires an average investment of £100‚000 and is expected to produce an average annual profit of £15‚000‚ the ARR would be 15 per cent. The
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Accounting Rate of Return (ARR) ARR provides a quick estimate of a project’s worth over its useful life. ARR is derived by finding profits before taxes and interest. ARR is an accounting method used for purposes of comparison. The major drawbacks of ARR are that it uses profit rather than cash flows‚ and it does not account for the time value of money. ARR is most often used internally when selecting projects. It can also be used to measure the performance of projects and subsidiaries within
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ch10 Student: ___________________________________________________________________________ 1. The capital gains yield plus the dividend yield on a security is called the: A. geometric return. B. average period return. C. current yield. D. total return. 2. The expected return on a security in the market context is: A. a negative function of execs security risk. B. a positive function of the beta. C. a negative function of the beta. D. a positive function of the excess security
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Accounting rate of return Accounting rate of return (also known as simple rate of return) is the ratio of estimated accounting profit of a project to the average investment made in the project. ARR is used in investment appraisal. Formula Accounting Rate of Return is calculated using the following formula: ARR = Average Accounting Profit Average Investment Average accounting profit is the arithmetic mean of accounting income expected to be earned during each year of the project’s life time
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Internal Rate of Return Meaning of Capital Budgeting Capital budgeting can be defined as the process of analyzing‚ evaluating‚ and deciding whether resources should be allocated to a project or not. Capital budgeting addresses the issue of strategic long-term investment decisions. Process of capital budgeting ensure optimal allocation of resources and helps management work towards the goal of shareholder wealth maximization. Why Capital Budgeting is so Important? Involve
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Internal Rate of Return In investment decision analysis you may need to calculate internal rate of return. “Internal rate of return (IRR) is the discount rate that gives the project a zero NPV” (McLaney‚ 2006). It is a good choice to use for investment projects. There is a formula for the internal rate of return: (A is the lower discount rate and B is the higher rate‚ a is the NPV at the lower rate and b is the NPV at the higher rate.) For example the Net Present Value (NPV) is 88 when the
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INTERNAL RATE OF RETURN Many companies wants to have a return on their investment in a few years and begin to evaluate their projects optimistically calculating an internal rate of real return not yielding results in the end. This does not end up being expected by the companies; According to the article the authors John C. Kelleher and Justin J. MacCormack . They suggest that there is a tendency to a risky behavior‚ Companies started to run the risk of creating unrealistic numbers for themselves
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asked for your advice. The three stocks currently held all have b = 1.0‚ and they are perfectly positively correlated with the market. Potential new Stocks A and B both have expected returns of 15%‚ are in equilibrium‚ and are equally correlated with the market‚ with r = 0.75. However‚ Stock A’s standard deviation of returns is 12% versus 8% for Stock B. Which stock should this investor add to his or her portfolio‚ or does the choice not matter? Answer: B‚ Stock B Since she has a portfolio the number
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financial manager for Barnett Corporation‚ wishes to evaluate three prospective investments: X‚ Y‚ and Z. Currently‚ the firm earns 12% on its investments‚ which have a risk index of 6%. The expected return and expected risk of the investments are as follows: |Investment |Expected return |Expected risk | | | |index | |X |14% |7% | |y |12 |8 | |z
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Divisional hurdle rates Financial management and policy Case 1‚ week 2 University of Maastricht Faculty of Economics and Business Administration Maastricht‚ 5th of November 2003 Danner‚ W. I 136964 Kuijt‚ R.J. I 130885 Steenvoorden‚ W.J.M. I 178829 Course Code: 6010v Group number: 7 Subgroup number: 1 Tutor: B. Pavlov Introduction Randolph Corporation is a multidivisional company. Due to frictions among the divisions‚ Randolph’s stock has not performed according to expectations
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