Question

What is the PV of an ordinary annuity with 10 payments of $2.700 if the appropriate interest rate is 6.5%? Select one: O a. $18,439.35 O b. $17,517.38 C. $19,409.84 O d. $16,641.51 O e. $15,809.44
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Answer #1

Answer : c

Explanation

Present Value of Annuity = Annual Payment * [PVIFA (PIR, Period)]

= 2700 * 7.18883

= 19409.84

Where,

Annual Payment = $2700

PIR (Interest Rate) = 6.5%

Period = 10

[PVIFA (6.5% , 10 )] = 7.18883

Working Note :

Calculation of [PVIFA (6.5% , 10 )]

Period PV @ 6.5%
1 0.938967
2 0.881659
3 0.827849
4 0.777323
5 0.729881
6 0.685334
7 0.643506
8 0.604231
9 0.567353
10 0.532726
TOTAL 7.18883
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