Case Study: Tom's Tech Startup Investment
Tom is considering investing in a tech startup. The investment requires $100,000 upfront and promises the following returns over 5 years:
| Year | Cash Flow |
|---|---|
| 0 | -100,000 |
| 1 | 20,000 |
| 2 | 30,000 |
| 3 | 40,000 |
| 4 | 50,000 |
| 5 | 60,000 |
Tom's required rate of return is 10%. Let's calculate NPV, NFV, and DPB:
| Value | Keystrokes | Display | Description |
|---|---|---|---|
| shift + C cf | Clears the financial list. | ||
| 1 | STO P/YR | 1.00 | Stores the payments per year. |
| -100000 | CF0 | -100,000.00 | Stores the initial investment. |
| 20000 | CFj | 20,000.00 | Stores the Year 1 cash flow. |
| 30000 | CFj | 30,000.00 | Stores the Year 2 cash flow. |
| 40000 | CFj | 40,000.00 | Stores the Year 3 cash flow. |
| 50000 | CFj | 50,000.00 | Stores the Year 4 cash flow. |
| 60000 | CFj | 60,000.00 | Stores the Year 5 cash flow. |
| shift Σf | 100,000.00 | Calculate the sum of the cash flows to verify the entries. | |
| 10 | STO I/YR | 10.00 | Stores the annual discount rate. |
| NPV | 44,433.75 | Calculates the NPV. | |
| shift, NFV | 71,561.00 | Calculates the NFV. | |
| shift, DPB | 3.79 | Calculates the Discounted Payback |
Calculates the Net Present Value
10.00 : The Annual Rate.
1.00 : The periods per year.
44433.75 : The net present value.
List: listf
-100000.00
20000.00
30000.00
40000.00
50000.00
60000.00
Calculates the Net Future Value.
10.00 : The Annual Rate.
1.00 : The periods per year.
71561.00 : The net future value.
List: listf
-100000.00
20000.00
30000.00
40000.00
50000.00
60000.00
Calculates the Discounted Payback
10.00 : The discount rate.
1.00 : The periods per year.
3.79 : The discounted payback.
List: listf
-100000.00
20000.00
30000.00
40000.00
50000.00
60000.00
The investment has a positive NPV of $44,433.75, suggesting it's a good opportunity. The NFV of $71,561.00 represents the investment's value at the end of 5 years. The Discounted Payback Period of 3.79 years indicates Tom will recover his investment (accounting for the time value of money) in about 3 years and 10 months.