Answer:
Insurance companies are primarily concerned with your driving record and the type of vehicle you are insuring. Insurance rates are based on how safe of a driver you are and the amount they will have to pay out if you total your vehicle. It makes no difference to them if you have leased the car or purchased it.
Answer:
e. Minimize the weighted average cost of capital (WACC)
Explanation:
A: Earnings per share is linked to the stockholders' only, therefore, it cannot achieve the target capital structure. It is a wrong statement.
B: Minimizing the cost of equity is related to the equity only, so, it is also a false statement.
C: Cost of debt is only related to liabilities. It cannot minimize the total target capital structure. Therefore, it cannot be an answer.
D: It is out of question because target capital structure cannot obtain the bond rating.
E: Since weighted average cost of capital is the combination of debt and equity capital's cost, it can be minimized with the firm's target capital structure.
Answer:
The value of the firm according to M&M Proposition I with taxes is $513,824.62
Explanation:
Value of firm = [EBIT x (1-Tax) / Equity Cost] + [Debt x Tax rate]
Value of firm = 82000 x (1-24%) / 13% + 143500 x 24%
Value of firm = 62320 / 0.13 + 143500 x 0.24
Value of firm = 479,384.62 + 34,440
Value of firm = $513,824.62
Based on the scenario analysis on stocks and bonds, we know the following:
- Treasury bonds will provide a higher return in a recession than in a boom.
- The expected return of Bonds is 9.8% and that of stocks is 11.6%.
- The standard deviation of Bonds is 9.24% and that of stock is 11.76%.
<h3>What does the scenario analysis on Bonds and Stocks show?</h3>
In a recession, Bond returns will be 15%. This is much higher than Bond returns in a boom of only 5%.
The expected return on bonds will be:
= ∑(Probability of Scenario x Returns in scenario)
= (0.30 x 15%) + (0.60 x 8%) + (0.10 x 5%)
= 9.8%
The expected return on stocks will be:
= (0.30 x -6%) + (0.60 x 18%) + (0.10 x 26%)
= 11.6%
Using a spreadsheet, you can input the expected returns of the stocks and the bonds to find the standard deviation to be 9.24% and 11.76%, respectively.
Find out more on stock expected returns at brainly.com/question/18724022.
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