For a firm, analysts project the following free cash flows during the next 3 years, after which FCF is expected to grow at a constant 5% rate. The company's WACC is 11%. Now suppose the same company has $112.60 million of debt and 25 million shares of stock outstanding. What is your estimate of the CURRENT price per share. Year 0

the three next cash flows are missing, so I looked for similar questions and found:

in order to determine the company's value, we must first determine the horizon value in 3 years:

horizon value in year 3 = [$30 million x (1 + 5%)] / (11% - 5%) = $31.50 million / 6% = $525 million

the current value of the firm = $20/1.11 + $25/1.11² + $30/1.11² + $525/1.11³ = $18.02 + $20.29 + $21.94 + $383.88 = $444.13 million

the value of equity = $444.13 - $112.60 = $331.53 million

price per stock = $331.53 million / 25 million = $13.26 per stock

what are your options to your question?