Your parents will retire in 23 years. They currently have $250,000 saved, and they think they will need $1,150,000 at retirement. What annual interest rate must they earn to reach their goal, assuming they don't save any additional funds? Round your answer to two decimal places.
Current savings (Present value) = | 250000 | |||
Amount needed at retirement (Future Value) = | 1150000 | |||
Time period = | 23 Years | |||
Present Value = Future Value / (1+r)^n | ||||
250000 | . = 1150000 / (1+r)^23 | |||
(1+r)^23 = | 1150000/250000= | 4.6 | ||
(1+r) = | (4.6)^(1/23) | |||
1+r = | 1.068600955 | |||
r = | 0.068600955 | or 6.86% | ||
So, Interest rate they earn to reach their goal is 6.86%. |
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