In: Finance
You are considering the following two mutually exclusive
projects. The crossover rate between these two projects is ___
percent and Project ___ should be accepted if the required return
is greater than the crossover rate.
Year | Project A | Project B | ||||
0 | −$26,000 | −$26,000 | ||||
1 | 9,500 | 17,590 | ||||
2 | 9,500 | 7,500 | ||||
3 | 17,500 | 9,610 | ||||
rev: 05_02_2019_QC_CS-167236, 05_09_2019_QC_CS-168369, 09_24_2019_QC_CS-182411
Multiple Choice
18.39%; A
11.89%; B
16.97%; B
11.89%; A
16.97%; A
Cross over rate is the rate at which NPV is equal for both projects.
Cross over rate | 11.89% | Project A | Project B | ||
Year | Discount factor | Cash flow | Present value @ 0.1189 | Cash flow | Present value @ 0.1189 |
0 | 1 | $ (26,000) | $ (26,000.00) | $ (26,000) | $ (26,000.00) |
1 | 0.893735 | $ 9,500 | $ 8,490.48 | $ 17,590 | $ 15,720.80 |
2 | 0.798762 | $ 9,500 | $ 7,588.24 | $ 7,500 | $ 5,990.72 |
3 | 0.713882 | $ 17,500 | $ 12,492.93 | $ 9,610 | $ 6,860.40 |
NPV | $ 2,571.65 | $ 2,571.92 |
Answer is 11.89%
Project B is accepted after this rate. B has higher IRR.
Please rate.