Capital gains yield:

$\%$

b$.$ Now assume that TTC$\text{'}$s period of supernormal growth is to last for $5$ years rather than $2$ years. How would this affect the price, dividend yield, and capital gains yield? Round your answer for the price to the nearest cent and for the dividend yield and capital gains yield to two decimal places.

The price will to $ per share.

The dividend yield will to

$\%.$

The capital gains yield will to $\%.$

c$.$ What will TTC$\text{'}$s dividend and capital gains yields be once its period of supernormal growth ends? $($Hint: These values will be the same regardless of whether you examine the case of $2$ or $5$ years of supernormal growth; the calculations are very easy.$)$ Round your answers to two decimal places.

Dividend yield: $\%$

Capital gains yield: $\%$

d$.$ TTC recently introduced a new line of products that has been wildly successful. On the basis of this success and anticipated future success, the following free cash flows were projected $($in millions$)$:

Year

FCF

After the $10$th year, TTC$\text{'}$s financial planners anticipate that its free cash flow will grow at a constant rate of $5\%.$ Also, the firm concluded that the new product caused the WACC to fall to $7\%.$ The market value of TTC$\text{'}$s debt is $$1,200$ million, it uses no preferred stock, it has zero nonoperating assets; and there are $20$ million of common stock outstanding. Use the corporate valuation model to value the stock. Round your answer to the nearest cent.

$

per share