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Otrada [13]
3 years ago
11

Assume you have two projects with different lives. Project A is expected to generate present value cash flows of $5.2 million an

d will last 7 years. Project B is expected to generate present value cash flows of $3.8 million and will last 5 years. Given a required return of 9%, Project A has an equivalent annual annuity of __________ which is __________ than Project B.
Business
1 answer:
Alex787 [66]3 years ago
8 0

Answer:

$1,033,190.69 ; better

Explanation:

Given:

Present value of cash flow of Project A (PV) = $5,200,000

Maturity (nper) = 7 years

Required return (rate) = 9%

Annual annuity (pmt) can be computed using spreadsheet function =pmt(rate,nper,PV,FV). Substituting the values, we get,

=pmt(0.09, 7, -5200000)

=$1,033,190.69

FV is 0. Present value is negative as it's cash outflow.

Annual annuity of Project A is $1,033,190.69

Project B:

Given:

Present value of cash flow of Project A (PV) = $3,800,000

Maturity (nper) = 5 years

Required return (rate) = 9%

Annual annuity (pmt) can be computed using spreadsheet function =pmt(rate,nper,PV,FV). Substituting the values, we get,

=pmt(0.09, 5, -3800000)

=$976,951.34

FV is 0. Present value is negative as it's cash outflow.

Annual annuity of Project B is $976,951.34

Annual annuity of Project is more than that of Project B, So Project A is better than Project B.

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