If $75,000 is used to purchase an annuity that pays $950 a month, and if the interest rate is 9% compounded monthly, approximately how many payments are possible?
Ans 120 months or 10 years
Annuity PV Factor = | P [ 1 - ( 1 + r )-n ] |
r | |
75000 = | 950* ( 1 - ((1 / (1 + 9%/12)^n))) |
9%/12 | |
75000 * 9%/12 / 950 = | ( 1 - ((1 / (1 + 9%/12)^n))) |
0.592105263157895 = | ( 1 - ((1 / (1 + 9%/12)^n))) |
n = | 120 months |
or n = | 10 years |
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