Company A’s current free cash flow is $2 dollars and forecasts its FCFF to grow at 0% for 2 years, then 10% for 2 years, then at 5% forever.
The firm is consisted of 100% equity and has no debt. If the company’s beta is 1.5, the risk free rate is 2% and the market return is 10%.
What will be the equity value of the firm today using DCF model?
As per CAPM, required return on Equity = Risk free rate + beta*(Market return – risk free rate)
= 2% + 1.5*(10%-2%)
= 14%
Equity value of firm is equal to present value of all future cash flows
= 2/1.14 + 2/(1.14)^2 + 2(1.10)/(1.14)^3 + 2(1.10)^2/(1.14)^4 + 2(1.10)^2(1.05)/(1.14)^4 (14%-5%)
= $22.9275
i.e. $22.93
Company A’s current free cash flow is $2 dollars and forecasts its FCFF to grow at...
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