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Hello students, here is a question.
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Assume that you will receive $8766 per year for 4 years, followed by $4590 per year for 2 years, followed by $7686 per year for 3 years.
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All cash flows are received at the end of a year.
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It requires the rate of return of 14 .9%.
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What is the present value of a cash flow? state your answer to the nearest $4.
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So, this is our question.
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Let us discuss the answer for this.
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So, first we need to calculate the present value.
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So, present value of each cash flow separately for 4 years.
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So, the pv formula will be pv is equal to cf into 1 minus 1 plus r to the power minus n divided by r.
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So, where pv is a present value, cf is a cash flow and r is a rate of return and n is the number of periods...