What is the value of receiving $2,000/year forever starting in one year if the discount rate is a monthly compounded APR of 7%?
Annual effective rate is:
Effective annual interest rate= | (1+periodic interest rate)^m -1 | |
rs= | Stated interest rate | 7.00% |
m | number of compoundings in a year | 12 |
rs/m | period interest rate | 0.5833333% |
Effective annual interest rate= | (1+0.005833)^12 -1 | |
Effective annual interest rate= | 7.2290% |
Value of perpetuity = 2000/7.2290% = 27,666.31
Answer is $27,666.31
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