You are valuing a company that is projected to generate a free cash flow of $10 million next year, growing at a stable 2% rate in perpetuity thereafter. The company has $22 million of debt and $8.5 million of cash. Cost of capital is 11%. There are 5 million shares outstanding. How much is each share worth according to your valuation analysis?
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Answer:
Firstly we have to compute the value of firm | ||||||||
Value of firm = | Free cash flow next year /(required rate - growth rate) | |||||||
10/(11%-2%) | ||||||||
111.111 | million | |||||||
Secondly, we have compute the equity value | ||||||||
Value of firm = | 111.111 | million | ||||||
Less: Debt = | -22 | million | ||||||
Add: Cash = | 8.5 | million | ||||||
A | Value of equity | 97.611 | million | |||||
B | Number of share = | 5 | million | |||||
C=A/B | Price per share = | 19.52 | ||||||
Ans = | $ 19.52 | |||||||
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