FINANCIAL ACCOUNTING
10th Edition
ISBN: 9781259964947
Author: Libby
Publisher: MCG
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- Consider three mutually exclusive alternatives, each with a 15-year useful life. If the MARR is 12%, which alternative should be selected? Solve the problem by benefit–cost ratio analysis.arrow_forwardA cost analysis is to be made to determine what, if anything, should be done in a situation offering three "do-something" and one "do-nothing" alternatives. Estimates of the costs and benefits are as follows: End-of- Uniform Useful- Life Benefit Salvage (years) Value Useful First Alternatives Cost Annual Life -$500 $135 -600 100 250 5 -700 100 180 10 4 Use Present Worth Analysis with the Least Common Multiple Method to select the best alternative. Use MARR=6%. (Note: You MUST describe your answers with conversion factor notations and you DON'T NEED TO calculate the values of PW for supporting a decision. Simply describe your selection criterion with PW expressions.) 1.arrow_forwardPlease do not give solution in image format thankuarrow_forward
- solve, dont use excel. dont write the answer in a paper becuse of the handwriting. thanksarrow_forwardQuestion No. r The following information is provided for five mutually exclusive alternatives that have 20-year useful lives. If the minimum attractive rate of return is 6%, which alternative should be selected using IROR Method? Alternatives B Cost 4,000 2,000 6,000 1,000 9,000 Uniform Annual Benefit 639 410 761 117 785 IROR 15% 20% 11% 10% 6% IROR (B-D) IROR (A-D) IROR (A-B) IROR (C-B) IROR (C-A) IROR (E-C) IROR (E-A) -5% 29% 18% 10% 9% 2% 14%arrow_forwardSolve it correctly please. I will rate accordingly.arrow_forward
- Problem 2. Based on benefit to cost ratio, determine which project should be chosen. Please work out in excel spreadsheet.arrow_forwardAt 10% interest, what is the nearest benefit/cost ratio for the following private sector project: Initial Cost 200,000 Additional costs at the EoY 1-2 30.000 Annual Benefits at the EoY 1-10 90,000 Salvage Value 40,000 Project Life 10 Note: Consider the following equation setup: FW(Bene fits) = Annual Bene fits (F/A, 10%, 10) FW(Costs) = Instial Costs + Additional Costs - (F/A, 10%, 2) (F/P, 10%, 8)- Salvage Value %3D 10% Compound Interest Factors F/P P/F A/F A/P F/A P/A 1 1.100 0.9091 1.0000 1.1000 1.000 0.909 2 1.210 0.8264 0.4762 0.5762 2.100 1.736 3 1.331 0.7513 0.3021 0.4021 3.310 2.487 4. 1.464 0.6830 0.2155 0.3155 4.641 3.170 1.611 0.6209 0.1638 0.2638 6.105 3.791 9. 1.772 0.5645 0.1296 0.2296 7.716 4.355 1.949 0.5132 0.1054 0.2054 9.487 4.868 8. 2.144 0.4665 0.0874 0.1874 11.436 5.335 6. 2.358 0.4241 0.0736 0.1736 13.580 5.759 10 2.594 0.3855 0.0627 0.1627 15.937 6.145 11 2.853 0.3505 0.0540 0.1540 18.531 6.495 12 3.138 0.3186 0.0468 0.1468 21.384 6.814 13 3.452 0.2897 0.0408…arrow_forward
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