FINC400 full course (American Public university)
Instructions
| Name: | |||||||||||||||||||
| Save file as 'lastnamefirstinitial-FINC400-4 | |||||||||||||||||||
| Example: FinanceA-FINC400-4 | |||||||||||||||||||
| FINC 400 Principles of Financial Management | |||||||||||||||||||
| Week 4 Homework Problems | |||||||||||||||||||
| Complete the following problems: | |||||||||||||||||||
| Problem 9-17 | Problem 10-6 | Problem 11-7 | |||||||||||||||||
| Problem 9-19 | Problem 10-13 | Problem 11-15 | |||||||||||||||||
| Problem 9-27 | Problem 10-24 | Problem 11-19 | |||||||||||||||||
| Master 11/2011-kT |
9-17
| Problem 9-17 - Refer to problems at the end of the chapter for details and instructions: | ||||||
| Use the template to complete the problem : | ||||||
| Western Sweepstakes | ||||||
| Discount Rate = i | 12% | |||||
| Periods = n | 20 | |||||
| Annuity | 50,000 | |||||
| PVIFA | ||||||
| Solution: | ||||||
| A | x | PVIFA | = | PVA | ||
9-19
| Problem 9-19 - Refer to problems at the end of the chapter for details and instructions: | |||||||
| Use the template to complete the problem : | |||||||
| Bruce Sutter | |||||||
| Discount Rate = i | 20% | ||||||
| Periods = n | 5 | PV | x | FVIF | = | FV | |
| Present Value of Investment | -2,000 | ||||||
| FVIF | |||||||
| Discount Rate = i | 15% | ||||||
| Periods = n | 3 | PV | x | FVIF | = | FV | |
| Present Value of Investment | |||||||
| FVIF | |||||||
9-27
| Problem 9-27 - Refer to problems at the end of the chapter for details and instructions: | |||||
| Use the template to complete the problem : | |||||
| Information | |||||
| Discount Rate = i | 8% | ||||
| Periods = n | 11 | ||||
| Annuity | 2,000 | ||||
| FVIFA | |||||
| Solution: | A | x | FVIFA | = | FVA |
10-6
| Problem 10-6 - Refer to problems at the end of the chapter for details and instructions: | |||
| Use the template to complete the problem : | |||
| Solution: Hartford Telephone Company | |||
| a) | Par Value | $1,000 | |
| Interest | 11% | Present Value of Interest Payments = A * PVIFA | |
| Time to Maturity=n | 30 | Present Value of Interest Payments = | |
| Yield to Maturity = i | 14% | Present Value of Principal Payment at Maturity = FV * PVIF | |
| Annuity = A | Present Value of Principal Payment at Maturity = | ||
| PVIFA | Total Present Value or Price of the Bond = | ||
| PVIF | |||
| b) | Par Value | $1,000 | |
| Interest | 11% | Present Value of Interest Payments = A * PVIFA | |
| Time to Maturity=n | 15 | Present Value of Interest Payments = | |
| Yield to Maturity = i | 14% | Present Value of Principal Payment at Maturity = FV * PVIF | |
| Annuity = A | Present Value of Principal Payment at Maturity = | ||
| PVIFA | Total Present Value or Price of the Bond = | ||
| PVIF | |||
| c) | Par Value | $1,000 | |
| Interest | 11% | Present Value of Interest Payments = A * PVIFA | |
| Time to Maturity=n | 1 | Present Value of Interest Payments = | |
| Yield to Maturity = i | 14% | Present Value of Principal Payment at Maturity = FV * PVIF | |
| Annuity = A | Present Value of Principal Payment at Maturity = | ||
| PVIFA | Total Present Value or Price of the Bond = | ||
| PVIF | |||
10-13
| Problem 10-13 - Refer to problems at the end of the chapter for details and instructions: | ||||
| Use the template to complete the problem : | ||||
| Tom Cruise Lines, Inc. | ||||
| Par Value | $1,000 | Real Rate of Return | 3% | |
| Interest | 12% | Inflation Rate | 5% | |
| Time to Maturity=n | 20 | Risk Premium | 4% | |
| Yield to Maturity = i | Total Return | |||
| Annuity = A | ||||
| PVIFA | Inflation Rate in 5 years | 3% | ||
| PVIF | ||||
| Solution: | ||||
| Compute new required rate of return (yield to maturity) | ||||
| Real Rate of Return | ||||
| Inflation Rate | ||||
| Risk Premium | ||||
| Total Return | ||||
| Present Value of Interest Payments = A * PVIFA | ||||
| Present Value of Interest Payments = | ||||
| Present Value of Principal Payment at Maturity = FV * PVIF | ||||
| Present Value of Principal Payment at Maturity = | ||||
| Total Present Value or Price of the Bond = | ||||
10-24
| Problem 10-24 - Refer to problems at the end of the chapter for details and instructions: | ||||
| Use the template to complete the problem : | ||||
| North Pole Cruise Lines | ||||
| Annual Dividend | $8.00 | |||
| Original Required Rate of Return | 8% | |||
| New Required Rate of Return | 6% | |||
| Solution: | Show your work! | |||
| a) | ORIGINAL PRICE | |||
| Price of Preferred Stock | = | |||
| CURRENT VALUE | ||||
| b) | Price of Preferred Stock | = | ||
11-7
| Problem 11-7 - Refer to problems at the end of the chapter for details and instructions: | |||
| Use the template to complete the problem : | |||
| Goodsmith Charitable Foundation | |||
| Debt issued last year at | 8% | ||
| Cost of debt last year | 10% | ||
| Cost of debt this year | 20% | higher than last year | |
| Cost of debt this year | 12.0% | ||
| Corporate Tax Rate (b) | 35.0% | ||
| a) | |||
| Solution: | |||
| If the Goodsmith Charitable Foundation borrowed money this year, what would the aftertax cost of debt be, based on their cost last year and the 20 percent increase? | |||
| b) | |||
| If the receipts of the foundation were found to be taxable by the IRS (at a rate of 35 percent because of involvement in political activities), what would the aftertax cost of debt be? |
11-15
| Problem 11-15 - Refer to problems at the end of the chapter for details and instructions: | |||
| Use the template to complete the problem : | |||
| Riley Coal Co. | Aftertax Cost of Debt | ||
| Yield | 10.6% | Solution: | |
| Corporate Tax Rate = T | 35% | ||
| Dividend = Dp | $4.40 | ||
| Price of Preferred Stock =Pp | $50 | Aftertax Cost of Preferred Stock | |
| Floatation Cost = F | $2.00 | ||
| Based on the facts above, is the treasurer correct? | |||
11-19
| Problem 11-19 - Refer to problems at the end of the chapter for details and instructions: | |||
| Use the template to complete the problem : | |||
| United Business Forms | |||
| Capital Structure | |||
| Debt | 35% | Aftertax Cost of Debt | 7% |
| Preferred Stock | 15% | Cost of Preferred Stock | 10% |
| Common Equity | 50% | Cost of Common Equity | 13% |
| Solution: | |||
| Cost (aftertax) | Weights | Weighted Cost | |
| Debt (Kd) | |||
| Preferred Stock (Kp) | |||
| Common Equity (Ke) | |||
| Weighted Average Cost of Capital (Ka) | |||