Question

In: Finance

CAPITAL BUDGETING PROBLEM Cashman Corp. is considering venturing into the very mysterious Project Z. Information on...

CAPITAL BUDGETING PROBLEM

Cashman Corp. is considering venturing into the very mysterious Project Z. Information on Project Z follows below.  Cashman’s marginal tax rate is 34%.  Calculate Project Z’s NPV and IRR.  Should Cashman accept Project Z?

? Project Z is a 4?year project; the required return on project Z is 12%.

? Initial (up?front) investment is $1,200,000

? Annual revenues estimated at $4,000,000

? Annual expenses (not including depreciation) estimated at $2,900,000

? Depreciation for tax purposes is based on 6?year life, straight?line, to zero book value at end of 6 years

? At the end of the project (in year 4), will sell Project Z for expected market value of $500,000

? Net Working Capital: initial investment required is $1,100,000 (up?front); after that, NWC levels decrease by $275,000 per year.

Solutions

Expert Solution

Depreciation = 6 year and salvage value = $0

So, Depreciation every year = Initial Investment/no of years = $1200000/6 = $200000

Particulate Year0 Year 1 Year 2 Year 3 Year 4
Revenue 4000000 4000000 4000000 4000000
Expens (minus) 2900000 2900000 2900000 2900000
Depreciation (minus) 200000 200000 200000 200000
PBT 900000 900000 900000 900000
Tax (34%) 306000 306000 306000 306000
PAT 594000 594000 594000 594000
Depreciation 200000 200000 200000 200000
Cash infow 794000 794000 794000 794000
Initial investment -1200000
Selling value of project 500000
Net Working capital -1100000 275000 275000 275000 275000
Net Cash flow -2300000 1069000 1069000 1069000 1069000
Required return rate(12%)
Present value factor 1 0.89 0.80 0.71 0.64
Present value -2300000 951410 855200 758990 684160
NPV 949760
IRR 16%

NPV = Cash flow in year 0th year+ 1st year +2nd year+ 3rd Year+4th Year

As NPV = $949760 which is positive. So, Cashman accept Project Z.

IRR is calculated when NPV = 0

IRR

NPV = 0 = -Cash Outflow + Cash inflow

0= -CF0 + CF1/(1+r) + CF2/(1+r)^2 + CF3/(1+r)^3 +CF4/(1+r)^4

0 = -$2300000 + 1069000/(1+r) + 1069000/(1+r)^2 + 1069000/(1+r)^3 + 1069000/(1+r)^4

r =16%


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