Question

Perrot Industries has $325,000 to invest. The company is trying to decide between two alternative uses...

Perrot Industries has $325,000 to invest. The company is trying to decide between two alternative uses of the funds. The alternatives follow:

Project
A B
Cost of equipment required $ 280,000
Working capital investment required $ 280,000
Annual cash inflows 69,150 57,400
Salvage value of equipment in six years 22,400
Life of the project 8 years 8 years

The working capital needed for project B will be released at the end of eight years for investment elsewhere. Perrot Industries’ discount rate is 13%.

Click here to view Exhibit 10-1 and Exhibit 10-2, to determine the appropriate discount factor(s) using tables.

Required:

1-a. Calculate net present value for each project. (Negative amount should be indicated with a minus sign. Round discount factor(s) to 3 decimal places. Round other intermediate calculations and final answers to the nearest whole number.)

1-b. Which investment alternative (if either) would you recommend that the company accept?

multiple choice

  • Project A

  • Project B

Homework Answers

Answer #1

1(a),

year Annual cash flow for project A, (a) PV factor @13% (b) Discounted inflow (A), a*b Annual cashflow for project B, (d) PV factor @13%, (e)

Discounted Inflow (B),

d*e

0 280000 1 (280000) 280000 1 (280000)
1 69150 0.8849 61191 57400 0.8849 50793
2 69150 0.7831 54151 57400 0.7831 44950
3 69150 0.6930 47921 57400 0.6930 39778
4 69150 0.6133 42410 57400 0.6133 35203
5 69150 0.5427 37528 57400 0.5427 31151
6 69150 0.4803 33213 57400 0.4803 27569
7 69150 0.4250 29389 57400 0.4250 24395
8 69150 0.3761 26007 57400 0.3761 21588

1(b),

NPV= PV of annual cash flow for 8 years -- cost of investment

NPV(A)=331810-280000=51810

NPV(B)=275427-280000=(4573)

Since NPV of project is positive, Project A is preferrable.

note: Decimals are rounded off to the nearest value.

I hope above information is usefull, kindly provide your vlauable feedback and like.

Keep learning... All the Best...

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