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Caspian Sea Drinks is considering the purchase of a plum juicer – the PJX5. There is...

Caspian Sea Drinks is considering the purchase of a plum juicer – the PJX5. There is no planned increase in production. The PJX5 will reduce costs by squeezing more juice from each plum and doing so in a more efficient manner. Mr. Bensen gave Derek the following information. What is the NPV of the PJX5?

a. The PJX5 will cost $1.58 million fully installed and has a 10 year life. It will be depreciated to a book value of $220,628.00 and sold for that amount in year 10.

b. The Engineering Department spent $14,803.00 researching the various juicers.

c. Portions of the plant floor have been redesigned to accommodate the juicer at a cost of $20,051.00.

d. The PJX5 will reduce operating costs by $307,163.00 per year.

e. CSD’s marginal tax rate is 36.00%.

f. CSD is 58.00% equity-financed.

g. CSD’s 19.00-year, semi-annual pay, 5.41% coupon bond sells for $979.00.

h. CSD’s stock currently has a market value of $21.91 and Mr. Bensen believes the market estimates that dividends will grow at 2.33% forever. Next year’s dividend is projected to be $1.68.

Solutions

Expert Solution

before tax cost of debt =using rate function in M S excel rate(nper,pmt,pv,fv,type) nper =38 pmt = 1000*5.41%*1/2 = 27.05 pv = -979 fv =1000 type =0 RATE(38,27.05,-979,1000,0) 2.80%
after tax annual cost of debt (2.80*2)*(1-.36) 3.584
cost of equity =(expected dividend/market price)+growth rate) (1.68/21.91)+2.33% 10.00%
WACC
source weight component cost weight*component cost
debt 42% 3.58% 1.5052800%
equity 58% 10% 5.8000000%
total 100% WACC = sum of weight*component cost 7.31%
cost of juicer -1580000
installation expenses -20051
total cash outflow -1600051
Annual cash flow
annual savings 307163
less annual depreciation =(1580000-220628)/10 135937.2
operating savings 171225.8
less taxes-36% 61641.288
after tax savings 109584.512
add depreciation 135937.2
net cash flow (year1 to year 9) 245521.712
cash flow in year year 10 245521.712+220628) 466149.712
year cash flow present value factor at 7.31% =1/(1+r)^n present value of cash flow = cash flow*present value factor
0 -1600051 1 -1600051
1 245521.712 0.931879601 228796.6751
2 245521.712 0.868399591 213210.9543
3 245521.712 0.809243865 198686.9391
4 245521.712 0.75411785 185152.3055
5 245521.712 0.702747041 172539.6566
6 245521.712 0.654875632 160786.1864
7 245521.712 0.610265243 149833.3672
8 245521.712 0.568693731 139626.6585
9 245521.712 0.529954087 130115.2348
10 466149.712 0.493853404 230209.6219
net present value = sum of present value of cash flow 208906.60

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