Question

In: Finance

You are thinking about opening a car dealership. You bought some real estate last year for...

You are thinking about opening a car dealership. You bought some real estate last year for $700,000 which you will use for the dealership. The market value of this real estate today is $1,200,000. To build the necessary showroom and shop it will cost you $600,000, a cost which you will depreciate over 3 years. You estimate an increased need for net working capital in year zero in the amount of $40,000 which will be recovered at the end of the project. From your dealership you expect to generate annual revenues of $800,000 and have operating expenses of $200,000, and you have a 30% tax rate. Bank of America has offered to lend you $850,000 at an interest rate of 6% to be repaid over 5 years. If your cost of capital (discount rate) is 10% what is the net present value of this project?

-$676,364

$1,223,742

-$790,338

-$360,000

$533,742

-$616,258

Solutions

Expert Solution

Year 0

Real estate market value

-1200000
Shop cost -600000

Working Capital investment

-40000

__________________________________________

Cash flow year 0 -1840000

__________________________________________

annula Cash flow each year ( from Year 1 to 3)

Cost 800000.00
less: cost -200000.00
less: Depreciation -200000.00
(600000-0)/3

___________________________

Operating profit 400000.00
less tax @ 30% -120000.00

___________________________

Profit after tax 280000.00
Add: Depreciation 200000.00

___________________________

Operating cash flow 480000.00

___________________________

Calculation of Year 3 Terminal inflows:

Terminal value 40000

__________________________________________

Calculation of NPV

Cost of capital (r)

10%
Years (n)= 3

Initial year 0 cash flows=

-1840000

Present value of Annual operating Cash inflows = Annual amount * (1-(1/(1+r)^n) / r

480000*(1-(1/(1+10%)^3))/10%

1193688.956

Present value of year 3 Terminal value = terminal value/(1+i)^n

40000/(1+10%)^3

$30,052.59

NPV is Sum of present value of all cash flows

-$1,840,000.00+1193688.956+$30,052.59
-$616,258.45
NPV is -$616,258.45

NPV is -616258. So project should not be accepted


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