GTB$,$ Incorporated has a $21$ percent tax rate and has $$100$ million in assets, currently financed entirely with equity. Equity is worth $$7$ per share, and book value of equity is equal to market value of equity. Also, let$$s assume that the firm$$s expected values for EBIT depend upon which state of the economy occurs this year, with the possible values of EBIT and their associated probabilities as shown below:

State Pessimistic Optimistic

Probability of state $0\mathrm{.}450\mathrm{.}55$

Expected EBIT in state $ $5$ million $ $19$ million

The firm is considering switching to a $40-$percent$-$debt capital structure and has determined that it would have to pay a $12$ percent yield on perpetual debt in either event. What will be the standard deviation in EPS if it switches to the proposed capital structure and can take full advantage of the debt interest tax shields?

Note: Do not round intermediate calculations and round your final answer to $2$ decimal places.GTB$,$ Incorporated has a $21$ percent tax rate and has $$100$ million in assets, currently financed entirely with equity. Equity is worth $$7$

per share, and book value of equity is equal to market value of equity. Also, let's assume that the firm's expected values for EBIT

depend upon which state of the economy occurs this year, with the possible values of EBIT and their associated probabilities as shown

below:

The firm is considering switching to a $40-$percent$-$debt capital structure and has determined that it would have to pay a $12$ percent

yield on perpetual debt in either event. What will be the standard deviation in EPS if it switches to the proposed capital structure and

can take full advantage of the debt interest tax shields?

Note: Do not round intermediate calculations and round your final answer to $2$ decimal places.