Please show the step-by step calculation (as if you were using a financial calculator) to find out how much money is needed in lump-sum pay for two children's education (Age 10 and Age 12), assuming they begin college at age 18. Assume that inflation rate for tuition is 4.5%.
Then, find out how much they would need in lump-sum if they had $40,000 for each child (80k total) and that money earned a 7% rate of return.
Please show work - thanks!
Child one | Child two | Total | |
Current age | 10 | 12 | |
Begin college | 18 | 18 | |
Time to college | 8 | 6 | |
Inflation rate | 4.50% | 4.50% | |
Interest rate | 7% | 7% | |
Amount invested - A | 40000 | 40000 | |
Reall Interest rate (Total interst rate - inflation rate) | 1.035 | 1.035 | |
Real Interest to the power of time to college - B | 1.3168 | 1.2293 | |
Amount at 18 years of age (Actual interst (B) * Amount Invested (A)) | 52,672 | 49,170 | 101,843 |
Total lumpsum amount needed is 101, 843 for both the kids |
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