EBIT $=$ $$4,500,000$

$30-$ year maturity, $3,000$ annual coupon bonds $($number of bonds $=3000)$ with a coupon rate of $10\%$ and a current market value of $$2000$ per bond.

$20-$year maturity, $2,000$ semi$-$annual coupon bonds with a coupon rate of $8\%,$ traded at $100\%$ of their principal value.

Tax rate $=0\mathrm{.}21$

Cost of unlevered equity RU$=20\%$

The bond par value for this firm is $$1,000$ per bond, regardless of maturity

Assuming that there is no cost of financial distress. If the firm wants to maintain a cost of levered equity of $20\%,$ wh$$4,500,000$

$$19,455,000$

$$11,455,000$

$$8,000,000$

$$0$at is the value of debt it should have on its capital structure?