Question

Tin Roof's net cash flows for the next three years are projected at $72,000, $78,000, and $84,000, respectively. After that, the cash flows are expected to increase by 3.2 percent annually. What is the value of the firm if the WACC is 9.32%

Answer 1

$1,279,622.65

Step-by-step explanation:

The value of the company is the present value of its future cash flows for the three-year planning horizon plus the present value of its continuing value beyond year 3, all discounted using the WACC as the appropriate discount rate.

continuing value=year 3 cash flow*(1+terminal growth rate)/(WACC-terminal growth rate)

continuing value= $84,000*(1+3.2%)/(9.32%-3.2%)=$1,416,470.59

present value of continuing value=$1,416,470.59/(1+9.32%)^3=$1,084,198.23

present value of 3-year cash flows=$72000/(1+9.32%)^1+$78,000/(1+9.32%)^2+$84,000/(1+9.32%)^3

present value of 3-year cash flows=$195,424.42

value of the company=$1,084,198.23+$195,424.42

value of the company=$1,279,622.65