Question

In: Finance

Suppose that Calloway golf would like to capitalize on Phil Michelson winning the Open Championship in...

Suppose that Calloway golf would like to capitalize on Phil Michelson winning the Open Championship in 2013 by releasing a new putter. The new product will require new equipment for $402,656.00 that will be depreciated using the 5-year MACRS schedule. The project will run for 2 years with the following forecasted numbers:

Year 1 Year 2
Putter price $61.40 $61.40
Units sold 19,812.00 11,852.00
COGS 41.00% of sales 41.00% of sales
Selling and Administrative 19.00% of sales 19.00% of sales


Calloway has a 14.00% cost of capital and a 40.00% tax rate. The firm expects to sell the equipment after 2 years for a NSV of $145,713.00.

What is the project cash flow for year 1?

Solutions

Expert Solution

Tax rate 40%
Year-0 Year-1 Year-2
Units                19,812                 11,852
Sale Price                  61.40                   61.40
variable cost-60%                  36.84                   36.84
Sale          1,216,457              727,713
Less: Operating Cost             729,874              436,628
Contribution             486,583              291,085
Less: Depreciation as per table given below                80,531              128,850
Profit before tax             406,052              162,235
Tax             162,421                 64,894
Profit After Tax             243,631                97,341
Add Depreciation                80,531              128,850
Cash Profit After tax             324,162              226,191
Cost of macine              402,656
Depreciation              209,381
WDV              193,275
Sale price              145,713
Profit/(Loss)               (47,562)
Tax               (19,025)
Sale price after tax              164,738
Depreciation Year-1 Year-2 Total
Cost             402,656              402,656
Dep Rate 20.00% 32.00%
Deprecaition                80,531              128,850         209,381
Calculation of NPV
14.00%
Year Captial Operating cash Annual Cash flow PV factor Present values
0            (402,656)       (402,656) 1.000       (402,656)
1               324,162         324,162 0.877         284,353
2             164,738               226,191         390,929 0.769         300,807
Net Present Value         182,504

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