You are considering a stock investment in one of two firms $($AllDebt$,$ Incorporated, and AllEquity, Incorporated$),$ both of which operate in the same industry and have identical EBITDA of $$15\mathrm{.}8$ million and operating income of $$7\mathrm{.}0$ million. AllDebt, Incorporated, finances its $$20$ million in assets with $$19$ million in debt $($on which it pays $10$ percent interest annually$)$ and $$1$ million in equity. AllEquity, Incorporated, finances its $$20$ million in assets with no debt and $$20$ million in equity. Both firms pay a tax rate of $21$ percent on their taxable income. You are considering a stock investment in one of two firms $($AllDebt$,$ Incorporated, and AllEquity,

Incorporated$),$ both of which operate in the same industry and have identical EBITDA of $$15\mathrm{.}8$ million

and operating income of $$7\mathrm{.}0$ million. AllDebt, Incorporated, finances its $$20$ million in assets with

$$19$ million in debt $($on which it pays $10$ percent interest annually$)$ and $$1$ million in equity. AllEquity,

Incorporated, finances its $$20$ million in assets with no debt and $$20$ million in equity. Both firms pay

a tax rate of $21$ percent on their taxable income.

Calculate the income available to pay the asset funders $($the debt holders and stockholders$)$ and

resulting return on asset$-$funders' investment for the two firms.

Note: Enter your dollar answers in millions of dollars. Round all answers to $3$ decimal places.

Calculate the income available to pay the asset funders $($the debt holders and stockholders$)$ and resulting return on asset$-$funders$$ investment for the two firms.

Note: Enter your dollar answers in millions of dollars. Round all answers to $3$ decimal places.