Compute the market value of a levered corporation and its cost of capital knowing that the debt ratio is 0.25 and the perpetual EBIT equals 30000 um. Total risk-free debts are in value of 70000 um and the return on debts is 4%. The corporate tax rate is 16%. the return on debts

3. Toran plc. is an all-equity financed firm and generates earnings of £200 per year. Its current required rate of return on equity is 10% per annum. It is planning to issue corporate debt at a rate of 8% to achieve a debt-equity ratio of 50%. Toran plc. Assume that debt and earnings are perpetuities. What happens to the firm value after the debt issuance? Assume there are perfect capital markets. 100 0 200 0 250 0 400 0 450 0

Pls help correctly, I only need c part and correct with approach and explanation.

Consider a project of the Cornell Haul Moving Company, the timing and size of the incremental after-tax cash flows (for an all-equity firm) are shown below in millions: Time Cash Flow -$ 990 125 250 375 500 The firm's tax rate is 34 percent; the firm's bonds trade with a yield to maturity of 8 percent; the current and target debt-equity ratio is 2; if the firm were financed entirely with equity, the required return would be 10 percent. What is the levered after-tax incremental cash flow for year 2? 0000 2 3 4 $185,796,000 $215,152,000 $284,848,000 $267,952,000

MM Model with Zero Taxes An unlevered firm has a value of $625 million. An otherwise identical but levered firm has $75 million in debt. Under the MM zero-tax model, what is the value of the levered firm? Enter your answer in millions. For example, an answer of $10,550,000 should be entered as 10.55. Round your answer to the nearest whole number. LA million

Consider a simple firm that has the following market-value balance sheet: Assets Liabilities end equity $1 040 Debt Equity $400 640 Next year, there are two possible values for its assets, each equally likely: $1 180 and $960. Its debt will be due with 4.9% interest. Because all of the cash flows from the assets must go to either the debt or the equity, if you hold a portfolio of the debt and equity in the same proportions as the firm's capital structure, your portfolio should earn exactly the expected return on the firm's assets. Show that a portfolio invested 38% in the firm's debt and 62% in its equity will have the same expected return as the assets of the firm. That is, show that the firm's pre-tax WACC is the same as the expected return on its assets. If the assets will be worth $1 180 in one year, the expected return on assets will be %. (Round to one decimal place.)

Stevenson's Bakery is an all-equity firm that has projected perpetual EBIT of $183,000 per year. The cost of equity is 13.1 percent and the tax rate is 21 percent. The firm can borrow perpetual debt at 6.3 percent. Currently, the firm is considering converting to a debt–equity ratio of .93. What is the firm's levered value? MM assumptions hold.   A. $829,786   B. $1,215,262   C. $1,155,579   D. $997,511   E. $921,985

Your company is financed 20% with riskless debt with a yield of 6% and 80% with equity with a cost of 14%. The corporate tax rate is 30%. a. What is the company's WACC at its existing capital structure? b. What would be the new WACC if it changes to being 40% debt financed?

Assuming that there is an unlevered firm and a levered firm. The basic information is given by the following table.   Table1: Information of the firms   Unlevered firm Levered firm EBIT 20000 20000 Interest     Taxable income     Tax (tax rate: 34%)     Net income     CFFA       Assuming that: The size of the debt is 8000; cost of debt =8%; unlevered cost of capital =10%; systematic risk of the asset is 1.5 Fill in the blanks What is the present value of the tax shield? Calculate the following values:a) Calculate value of unlevered firm; b) value of the levered firm; c) equity value; d) Cost of equity; e) cost of capital; f) systematic risk of the equity Suppose that the firm changes its capital structure so that the debt-to-equity ratio is 1.6, then recalculate the systematic risk of the equity If the firm now has the following project: in year 0, the cashflow is 5000, in year 1, the cashflow is -5500. Based on the IRR rule,…

The FCFE (free cash flow to the equity) is projected to be $0.3 billion forever, the cost of equity equals 15% and the WACC is 10%. If the market value of the debt is $1.0 billion, what is the value of the equity using the free cash flow valuation approach? The firm does not have any short-term investments that are unrelated to operations. O $2 billion ⒸS3 billion $4 billion $1 billion