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Quantitative Problem 2: Hadley Inc. forecasts the year-end free cash flows (in millions) shown below. 5 Year 1 2 3 4 FCF -$22
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Answer #1

Horizon value at Year5=FCF6/(cost of capital-growth rate)

FCF6=FCF5*(1+growth rate)=$55.3*(1+5%)=$58.065 million

Horizon value=$58.065/(12%-5%)=$829.5 million

Value of the Firm=(FCF1/(1+12%))+(FCF2/(1+12%)^2)+(FCF3/(1+12%)^3)+(FCF4/(1+12%)^4)+((FCF5+Horizon value at year5/(1+12%)^5)

=(-22.74/1.12)+(37.1/1.12^2)+(43.1/1.12^3)+(52.3/1.12^4)+(884.8/1.12^5)

=-20.30+29.58+30.68+33.24+502.06

=$575.25 million

Value of the equity=value of the firm-value of debt=$575.25-$25=$550.25 million

Value of share=Value of the equity/Shares outstanding=550.25/18=$30.57

2. The statement is wrong. The value of stock depends on the future expected cashflows to the equity shareholder's but not on the length of time the investor holds the stock

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