15) The cash flows for three mutually exclusive alternatives are given in table below. MARR = 4%. Alt. A Alt. B Alt. C Initial cost $15,000 27,000 24,000 Annual benefits $4,500 7,600 6,500 RoR 15% 13%...

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15) The cash flows for three mutually exclusive alternatives are given in table below. MARR =<br>4%.<br>Alt. A<br>Alt. B<br>Alt. C<br>Initial cost<br>$15,000 27,000 24,000<br>Annual benefits $4,500<br>7,600<br>6,500<br>RoR<br>15%<br>13%<br>11%<br>Life in years<br>5<br>a) AROR for the first increment (Alt. C-Alt. A)<br>is<br>b) AROR for the second increment (Alt.B-<br>Alt.A).<br>c)The best alternative for a MARR of 4.0%<br>using the incremental rate of return analysis<br>is:<br>

Extracted text: 15) The cash flows for three mutually exclusive alternatives are given in table below. MARR = 4%. Alt. A Alt. B Alt. C Initial cost $15,000 27,000 24,000 Annual benefits $4,500 7,600 6,500 RoR 15% 13% 11% Life in years 5 a) AROR for the first increment (Alt. C-Alt. A) is b) AROR for the second increment (Alt.B- Alt.A). c)The best alternative for a MARR of 4.0% using the incremental rate of return analysis is:

Jun 10, 2022

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15) The cash flows for three mutually exclusive alternatives are given in table below. MARR = 4%. Alt. A Alt. B Alt. C Initial cost $15,000 27,000 24,000 Annual benefits $4,500 7,600 6,500 RoR 15% 13%...

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