# M9 CaseStudy Part1

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M9 CaseStudy Part1
Case Study:
Assume Polaris invested \$2.12 million to expand its manufacturing capacity. Assume that these projects have a ten-year life and that management requires a 10% internal rate of return on these assets.
Ques 1. What is the amount of annual cash flows that Polaris must earn from these projects to have a 10% internal rate of return?
Solution 1:Initial Investment=\$2.12 million=\$212000
Time Period (n) =10 years
At IRR,=10%,Net Present Value of Investment=0
i.e. Present Value of 10 years Cash Flow-Initial Investment=0
Initial Investment =Present Value of 10 year Cash Flow
We will get Present value of 10 year equal cash flow(CF) using annuity formula
Initial Investment=CF*(1-(1+IRR)^(-n))/IRR
\$212000=CF*(1-(1+10%)^(-10))/10%
CF=\$212000*10%/(1-0.385543)
CF=\$212000*10%*0.614457
CF=\$345020.6
So Polaris must earn =\$345020.6 from these projects for 10 years so that IRR becomes 10%

Ques 2 . Assess Polaris’s most recent annual financial statements, from its website (polaris.com) or the SEC’s website (sec.gov).
a. Determine the amount that Polaris invested in capital assets for that year. (Hint: Refer to the statement of cash flows.)
b. Assume a ten-year life and a 10% internal rate of return. What is the amount of cash flows that Polaris must earn on these new projects?
Ans 2 a )Using Polaris website and seeing it’s a cash flow statement we get for year 2012 at amount invested by Polaris in Capital Assets =\$103083
Ans 2 b) Time Period (n) =10 years.
Internal Rate of Return (IRR)=10%
Let Cash Flows which Polaris must earn every year on these new projects be CF
We have \$103083=CF*(1-(1+IRR)^(-n))/IRR
CF=\$103083/(1-(1+10%)^(-10))*10%
CF=\$103083/0.614457%10%
CF=\$16776.28
So Polaris must earn =\$16776.28 on these new projects

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