Answer:
A) $12.61
Explanation:
Annual Free Cash Flows: Year 1 = $ 12 million, Year 2 = $ 18 million, Year 3 = $ 22 million and Year 4 = $ 26 million
WACC = 11 % , Growth Rate = g = 5 %, Cash = $ 85 million and Debt = $ 65 million
Number of Shares Outstanding = N = 30 million
FCF5 = FCF4 x 1.05 = 26 x 1.05 = $ 27.3 million
Terminal EV = FCF5 / (WACC - g) = 27.3 / (0.11 - 0.05) = $ 455 million
Terminal EV at Year 0:
- Input FV = 455, I/Y = 11%, I/Y = 4, PMT = 0
- CMPT -> PV
- PV = - $ 299.723 or $ 299.72 million
PV of Annual Cash Flows at Year 0 = 12 / (1.11) + 18 / (1.11)^(2) + 22 / (1.11)^(3) + 26 / (1.11)^(4) = $ 58.6332 million
Total Firm Value = 58.6332 + 299.7226 = $ 358.356 ~ $ 358.36 million
Equity Value = Firm Value + Cash - Debt = 358.36 + 85 - 65 = $ 378.36 million
Price Per Share = 378.36 / N = 378.36 / 30 = $ 12.612 ~ 12.61
Hence, the correct option is (A)