The MARR is 15%. Three alternatives are available and the associated cash flow is as follow: Year First Cost A B C $1,700 $2,100 $3,750 Annual Benefit Useful Life 2 $1,000 $1,000 $1,000 3 6 Answer the following in this format: 1.23 1. The payback period for Alternative A is 2. The payback period for Alternative B is 3. The payback period for Alternative C is Based on Payback period analysis, Alternative should be selected. (Enter only the letter)

Given cash flows for two alternatives as shown in table below, choose the most attractive alternative if MARR = 8%.                                                 Year 0 1 2 3 through ∞ Alt. A -$42K $3.6K $3.6K $3.6K Alt. B -$54K $4.7K $4.7K $4.7K   Group of answer choices Alt. A Alt. B Select neither Select either

Would love some help on how to approach this - thanks!   The cash flows for three different alternatives are given in table below.  MARR =10%.                                                                         Alt. A    Alt. B    Alt. C Initial cost                     $5,000  9,000    7,500 Annual benefits             $1,457  2,518    2,133 RoR                              14%      13%      12.4% Life in years                   5   1. ΔRoR for the first increment (Alt. C-Alt. A) is ___________________.                                                         A.10.12%          B. 9.38%          C. 11.85%          D. 11.00%     2. ΔRoR for the second increment is ___________________. A. 10.12%          B. 9.38%          C. 8.94%          D. 9.87%   3. The best alternative for a MARR of 10% using the incremental rate of return analysis is ____________. A. Alt. C          B. Alt. A          C. Alt. B          D.  Do nothing

Required information The tabulation of the incremental cash flows between alternatives A and B is shown. Alternative A has a 3-year life and alternative B a 6-year life. Year Incremental Cash Flows (BA), $ -22,500 5,000 5,000 11,000 5,000 5,000 5,000 NOTE: This is a multi-part question. Once an answer is submitted, you will be unable to return to this part. 0123456 If neither alternative has a salvage value, what is the first cost of alternative A? The first cost of alternative A is $-