Annuity A has a present value of $100,000 and makes 20 payments. Annuity B has a present value of $100,000 and makes 18 payments. All else equal, which one has the higher payment?
Given that,
Annuity A has present value of $100000 and makes 20 payments
Similarly, Annuity B has present value of $100000 and makes 18 payments
payment formula for an ordinary annuity is
PMT = PV*r/(1 - (1+r)^-t)
So for the two annuity, only change is number of payment t.
As t increases, (1+r)^-t decreases and since it is in negative and in denominator, PMT will decrease.
so higher the number of payments, lower the periodic payment.
So here Annuity B has higher payments.
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