Compute the MIRR
statistic for Project J if the appropriate cost of capital is 8
percent. (Do not round intermediate calculations and round
your final answer to 2 decimal places.)
Project J | ||||||
Time: | 0 | 1 | 2 | 3 | 4 | 5 |
Cash flow: | −$2,700 | $860 | $2,330 | −$690 | $810 | −$270 |
Should the project be accepted or rejected?
accepted
rejected
Given about a project,
Cost of capital r = 8%
Cash flows are as follow:
C0 = -$2700
CF1 = $860
CF2 = $2330
CF3 = -$690
CF4 = $810
CF5 = -$270
So, MIRR of the project = (sum of FV of positive cash flows/sum of PV of negative cash flow)^(1/t) - 1
So, Sum of FV of positive cash flow = 860*1.08^4 + 2330*1.08^3 + 810*1.08^2 = $5049.93
Sum of PV of negative cash flow = 2700 + 690/1.08^3 + 270/1.08^5 = $3431.50
So, MIRR = (5049.93/3431.50)^(1/5) - 1 = 8.03%
Since MIRR is greater than Cost of capital, project should be accepted.
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