In: Finance
what you would do as the finance manager. Specifically, make sure you calculate the weighted average cost of capital, net present value and your thought process on your decision. In addition, make sure to briefly describe which of these terms are in your own words.
Your firm has the following information on their balance sheet:
Total Long-Term Debt = $2,000,000 and Total Equity of $3,000,000
The interest rate on the debt is 5% while the corporation's tax rate is 34%. Use this information to find the after-tax cost of debt.
The risk-free rate of the market is 3% while the market premium is 8%. The company's beta risk is 2.4. Use this information to find the cost of equity.
Find the WACC - weight average cost of capital and use it to discount cash flows to find the net present value of the following scenarios.
You are presented with two mutually exclusive projects (you can only invest in one).
The first investment requires an initial outlay of $400,000 and will provide the following cash flows: Year 1: $200,000, Year 2: $80,000, Year 3: $800,000, Year 4: $185,000, and Year 5: $240,000
The second investment requires an initial outlay of $300,000 and will provide the following cash flows: Year 1: $190,000, Year 2: $200,000, Year 3: $420,000, Year 4: $85,000 and Year 5: $390,000
Which investment do you choose and why? Make sure to calculate the net present value for each investment when making your recommendation.
AFTER-TAX COST OF DEBT:
COST OF EQUITY:
WEIGHTED AVERAGE COST OF CAPITAL
NET PRESENT VALUE
Investment option 1:
Cash Flow | Present Value of 1 at 14.64% | Present Value | |
Year 1 | 200,000.00 | 0.8723 | 174,460.00 |
Year 2 | 80,000.00 | 0.7609 | 60,872.00 |
Year 3 | 800,000.00 | 0.6637 | 530,960.00 |
Year 4 | 185,000.00 | 0.5790 | 107,115.00 |
Year 5 | 240,000.00 | 0.5050 | 121,200.00 |
Totals | 1,505,000.00 | 994,607.00 | |
Amount invested | (400,000.00) | ||
Net present value | 594,607.00 |
Investment option 2:
Cash Flow | Present Value of 1 at 14.64% | Present Value | |
Year 1 | 190,000.00 | 0.8723 | 165,737.00 |
Year 2 | 200,000.00 | 0.7609 | 152,180.00 |
Year 3 | 420,000.00 | 0.6637 | 278,754.00 |
Year 4 | 85,000.00 | 0.5790 | 49,215.00 |
Year 5 | 390,000.00 | 0.5050 | 196,950.00 |
Totals | 1,285,000.00 | 842,836.00 | |
Amount invested | (300,000.00) | ||
Net present value | 542,836.00 |
It is assumed that the cash flows are after-tax cash flows.
The first investment option should be chosen since it has a higher NPV.