A company uses short-term debt to finance its temporary working capital needs, but it does not use any permanent (long-term) debt. Other solar technology companies average about 30 percent debt.

Assume that firms U and L are in the same risk class, and that both have EBIT = $500,000. Firm U uses no debt financing, and its cost of equity is rsU = 14%. Firm L has $1 million of debt outstanding at a cost of rd = 8%. There are no taxes. Assume that the MM assumptions hold.

1. Suppose that Firms U and L are growing at a constant rate of 7% and that the investment in net operating assets required to support this growth is 10% of EBIT. Use the compressed adjusted present value (APV) model to estimate the value of U and L. Also estimate the levered cost of equity and the weighted average cost of capital.

2. Suppose the expected free cash flow for Year 1 is $250,000 but it is expected to grow unevenly over the next 3 years: FCF2 = $290,000 and FCF3 = $320,000, after which it will grow at a constant rate of 7%. The expected interest expense at Year 1 is $80,000, but it is expected to grow over the next couple of years before the capital structure becomes constant: Interest expense at Year 2 will be $95,000, at Year 3 it will be $120,000 and it will grow at 7% thereafter. The tax rate and unlevered cost of equity remain at 40% and 14%, respectively.

What is the estimated horizon unlevered value of operations (i.e., the value at Year 3 immediately after the FCF at Year 3)?

What is the current unlevered value of operations?

What is the horizon value of the tax shield at Year 3?

What is the current value of the tax shield?

What is the current total value?

Please show work/formulas