Your firm is considering an investment that will cost $920,000 today. The investment will produce cash flows of $450,000 in year 1. $270.000 in years 2, 3 and 4 and 200.000 in years. The discount rate that your firm uses for projects of this type is 10% How much would the NPV change if discount rate increases to 8%?
The answer will be the 3rd option i.e. $53,373
Calculations:
Year | Cash flow | 1+r | PVIF | PV |
0 | - 920,000 | 1.10 | 1.0000 | - 920,000.00 |
1 | 450,000 | 0.9091 | 409,090.91 | |
2 | 270,000 | 0.8264 | 223,140.50 | |
3 | 270,000 | 0.7513 | 202,855.00 | |
4 | 270,000 | 0.6830 | 184,413.63 | |
5 | 200,000 | 0.6209 | 124,184.26 | |
NPV | 223,684.30 | |||
Year | Cash flow | 1+r | PVIF | PV |
0 | - 920,000 | 1.08 | 1.0000 | - 920,000.00 |
1 | 450,000 | 0.9259 | 416,666.67 | |
2 | 270,000 | 0.8573 | 231,481.48 | |
3 | 270,000 | 0.7938 | 214,334.71 | |
4 | 270,000 | 0.7350 | 198,458.06 | |
5 | 200,000 | 0.6806 | 136,116.64 | |
NPV | 277,057.55 |
NPV @ 10% | 223,684 |
NPV @ 8% | 277,058 |
Change | 53,373 |
Your firm is considering an investment that will cost $920,000 today.
Your firm is considering an investment that will cost $920,000 today. The investment will produce cash flows of $450,000 in year 1, $270,000 in years 2, 3 and 4, and $200,000 in year 5. The discount rate that your firm uses for projects of this type is 12%. How much would the NPV change if discount rate increases to 8%? ($45,813) ($95,214) $53,373 $102,774
your firm is considering an investment that will cost $920,000 today. the investment will produce cash flows of $450,000 in year 1, $270,000 in years 2 through 4, and $200,000 in year 5. the discount rate that your firm uses for projects of this type is 12%. How much would the NPV change if discount rate increases to 14%?
Your firm is considering an investment that will cost $920,000 today. The investment will produce cash flows of $450,000 in year one, $270,000 in years two through four, and $200,000 in year five. The discount rate that your firm uses for projects of this type is 9.25%. What is the investment’s net present value (NPV)? $243,211.39 $245,700.45 $175,689.21 $371,707.83
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