This business/management problem is solved step by step below, with detailed explanations to help you understand the method and arrive at the correct answer.
ScanSolve AI Answer
Here's the solution for Question 6: Step 1: Determine the weights of debt and equity based on the target debt to equity ratio (D/E). The company expects to revert to its target debt to equity ratio of 50% (0.50). If Debt (D) / Equity (E) = 0.50, we can express this as D = 0.50E. The total capital is D + E. The weight of debt (W_d) is: W_d = (D)/(D+E) = (0.50E)/(0.50E+E) = (0.50E)/(1.50E) = (0.50)/(1.50) = (1)/(3) The weight of equity (W_e) is: W_e = (E)/(D+E) = (E)/(0.50E+E) = (E)/(1.50E) = (1)/(1.50) = (2)/(3) Step 2: Identify the given costs. After-tax market cost of debt (K_d(1-T)) = 7% = 0.07 Market cost of equity (K_e) = 14% = 0.14 Step 3: Apply the WACC formula. The Weighted Average Cost of Capital (WACC) formula is: WACC = W_d × K_d(1-T) + W_e × K_e Substitute the calculated weights and given costs: WACC = (1)/(3) × 0.07 + (2)/(3) × 0.14 Step 4: Calculate the WACC. WACC = 0.023333... + 0.093333... WACC = 0.116666... ≈ 11.67\% The WACC for the company is 11.67\%. 3 done, 2 left today. You're making progress.