Use Annual Cost Analysis to determine whether Alternative A or B should be chosen. The analysis period is 5 years. Assume an interest rate of 6% per year, compounded annually Alternative A Alternative B 1800 150 400 5 Initial Cost Annual Benefit Salvage Value Useful Life (yrs) 4230 340 2100 5 Alternative B should be chosen, because its annual benefit is higher than Alternative A's

Use Annual Cost Analysis to determine whether Alternative A or B should be chosen. The analysis period is 5 years. Assume an interest rate of 6% per year, compounded annually Alternative A Alternative B 1800 150 400 5 Initial Cost Annual Benefit Salvage Value Useful Life (yrs) 4230 340 2100 5 Alternative B should be chosen, because its annual benefit is higher than Alternative A's

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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Data for 2 alternatives are given below, determine the cost of alternative B so that the two alternatives will be equally desirable. Assume an interest rate of 15%. Use benefit cost ratio analysis Alternatives A Cost Salvage Value Annual Benefit Life (years) B P100k X 10k 16k 28k 30k 10 12
Two alternatives are being considered: B First cost Uniform annual benefit Useful life, in 5000 9600 1750 1850 4 8 years If the minimum attractive rate of return is 7%, which alternative should be selected? Solution: 1. Use the increment analysis, we should use 2. Terms n= 3. The Increment CFD has 3 basic patterns: O AP= O AA= O AF= occurred at end of year 4. AROR= % 5. Choose Please answer all parts of the question.
Suppose you are considering a project has an initial cost of $600 that has an ongoing benefit of $ 250. Further, there is an ongoing cost that is equal to $90, which increases by 10% each year ( compounding). Assume the project lasts 6 years. If the appropriate discount rate is 6%. Calculate: a) the Net Present Value = $ Blank 1 b) the Benefit Cost Ratio Blank 2 c) should the project be accepted or rejected? Explain your answer using the information from part a) and b). Answer = Blank 3 (accept/reject) provide your answers to two decimal places. Do not include any commas (,) "$" or "%" in your answers. Ensure you show all your working in your spreadsheet. (best show with excel)
Consider the following four alternatives. Three are do-something and one is Do -Nothing. Alternative A B D Cost $O $50 $30 $40 Net annual benefit Useful life (years) Which is the preferred alternative? If 10% interest rate is selected. Use PW analysis. $O $14 $5 $7 5 10 10
Compare alternatives A and B with the equivalent worth method of your choice if the MARR is 15% per year. Which one would you recommend? State all assumptions. Suppose the study period has been coterminated at 10 years. Use the imputed market value technique and determine which alternative is the most economical.
Suppose you are considering a project has an initial cost of $500 that has an ongoing benefit of $250. Further, there is an ongoing cost that is equal to $90, which increases by 10% each year (compounding). Assume the project lasts 6 years. If the appropriate discount rate is 6%. Calculate: a) the Net Present Value = $Blank 1 b) the Benefit Cost Ratio = Blank 2 c) should the project be accepted or rejected? Explain your answer using the information from part a) and b). Answer =Blank 3 (accept/reject) Provide your answers to two decimal places. Do not include any commas (,) "$" or "%" in your answers. Ensure you show all your working in your spreadsheet.
Suppose a project with a 6% discount rate yields R5000 for the next three years. Annual operating costs amount to R1000 for each year, and the one time initial investment cost is R8000. a. Calculate the Net Present Value (NPV) of this project.b. Calculate the cost-benefit ratio for the project. c. Is the project acceptable? Motivate your answer.
Given the financial data in the table below for two mutually exclusive alternatives, determine the value "X" for the two alternatives to be equally attractive. Use an interest rate of 10% per year. Initial cost $2,500 $4,000 Annual benefit 500 600 Life You do not need to interpolate, just answer the closest n that surrounds your number. For example between year so and so.
Compare the following two alternatives by the IRR method, given MARR of 6%/year. First find if they are feasible and then compare them with the incremental rate of return (AROR). Alt. Construction cost $ Benefits $/yr Salvage $ Service Life (yrs) A 410,000 55,000 20,000 11 B 250,000 35,000 10,000 11
2) Data for 2 alternatives are given below, determine the cost of alternative B so that the two alternatives will be equally desirable. Assume an interest rate of 15%. Use benefit cost ratio analysis Alternatives A B Cost P100KX Salvage Value 10k 16k Annual Benefit 28k 30k Life (years) 10 12
Consider alternatives A and B as shown below. The interest rate is 9%. For parts a) and b), let X = $250. For parts a) and b), which alternative is preferred: a) by equivalent annual worth analysis? b) by payback period? c) Compute the value of X that makes the two alternatives equally desirable. Initial cost Uniform annual benefit Salvage value Useful life, in years A $500 200 100 5 B $900 X 120 5
Two alternatives are being considered: First cost Uniform annual benefit Useful life, in years If the minimum attractive rate of return is 7%, which alternative should be selected? Solution: 2. Terms n= 8 1. Use the increment analysis, we should use B-A ο ΔΑΞ A 3. The Increment CFD has 3 basic patterns: ο ΔΡ= ο ΔΕΞ 4. AROR= 8.32 % 5. Choose B 5400 9800 1750 1850 4 8 B occurred at end of year 4

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