| Future Value = Amount * (1+r)^n | |||||||||||||
| Where, | |||||||||||||
| r= Interest rate | |||||||||||||
| n= Number of years | |||||||||||||
| =31000*(1+0.04)^25 | |||||||||||||
| =$82640.93 | |||||||||||||
| If compounded six-monthly, the amount will be greater than above. | |||||||||||||
| The amount would be | |||||||||||||
| =31000*(1+0.04/2)^25*2 | |||||||||||||
| =$31000*1.02^50 | |||||||||||||
| =$83439.23 | |||||||||||||
| Note: Please note that if the amount as per the given FVIF table is rounded off, the answer would be different. If the answer does not match | |||||||||||||
| let me know how many decimals rounded off so that I can change my answer. | |||||||||||||
Anthony and Michelle Constantino just got married and received $31,000 in cash gifts for their wedding....
their twenty-fifth anniversary if Anthony and Michelle Constantino just got married and received $30,000 in cash gifts for their wedding. How much will they have on they place half of this money in a fixed-rate investment earning 10 percent compounded annually? Would the future value be larger or smaller if the compounding period was 6 months? How much more or less would they have earned with this shorter compounding period? Click on the table icon to view the FVIF table...
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I need help on question 2.
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