Time value
Instructions
| Instructions |
| 1. You have five problems - one on each tab of this Excel file. |
| 2. Please show your work in the cells. Use Excel formulas instead of writing the values/answers directly in the cell (required). |
| The instructor will then know where you made a mistake and provide you valuable feedback and partial credit (if appropriate). |
| Total Points: 80 |
Problem 1 FV
| If we place $7,564 in a savings account paying 7.5 percent interest compounded annually, how much will our account accrue to in 8.5 years? | |
| FV = PV × (1 + i)n | |
| Present Value (PV) | 7,564 |
| Interest Rate (i) | 0.075 |
| Number of years (n) | 8.5 |
| Answer - | |
Problem 2 PV
| What is the present value of $992 to be received in 13.5 years from today if our discount rate is 3.5 percent? | |
| Future Value (FV) | 992 |
| Interest Rate (i) | 0.035 |
| Number of years (n) | 13.5 |
| Answer - | |
Problem 3 IR
| If you bought a stock for $45 dollars and could sell it fifteen years later for three times what you originally paid. What was your return on owning this stock? | |
| Future Value (FV) | 135 |
| Present Value (PV) | 45 |
| Number of years (n) | 15 |
| Answer - | |
Problem 4 FV
| Suppose you bought a house for $3,250,000 to make it a nursing home in the future. But you have not committed to the project and will decide in nine years whether to go forward with it or sell off the house. | |
| If real estate values increase annually at 1.5%, how much can you expect to sell the house for in nine years if it chooses not to proceed with the nursing home project? | |
| FV = PV × (1 + i)n | |
| Present Value (PV) | 3,250,000 |
| Interest Rate (i) | 0.015 |
| Number of years (n) | 9 |
| Answer - | |
Problem 5 PV
| If your daughter wants to earn $219,000 within the next 24 years and the salaries grow at 4.45% per year. What salary should she start to reach her goal? | ||
| Future Value (FV) | 219,000 | |
| Interest Rate (i) | 0.0445 | |
| Number of years (n) | 24 | |
| Answer- | ||