9. An engineer is considering the purchase of an annuity that will pay $1000 per year for ten years. The engineer feels he should obtain a 5% rate of return on the annuity after considering the effect of an estimated 6% inflation per year. What should he be willing to pay to purchase the annuity?

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Chapter1: Making Economics Decisions
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9. Use the provided chart to solve this problem. Show your work.

9. An engineer is considering the purchase of an annuity that will pay $1000 per year for
ten years. The engineer feels he should obtain a 5% rate of return on the annuity after
considering the effect of an estimated 6% inflation per year. What should he be
willing to pay to purchase the annuity?
Transcribed Image Text:9. An engineer is considering the purchase of an annuity that will pay $1000 per year for ten years. The engineer feels he should obtain a 5% rate of return on the annuity after considering the effect of an estimated 6% inflation per year. What should he be willing to pay to purchase the annuity?
factor name
single payment
compound amount
single payment
present worth
uniform series
sinking fund
capital recovery
uniform series
compound amount
uniform series
present worth
uniform gradient
present worth
uniform gradient
future worth
uniform gradient
uniform series
converts
P to F
F to P
F to A
P to A
A to F
A to P
G to P
G to F
G to A
symbol
(F/P, i%, n)
(P/F, 1%, n)
(A/F, i%, n)
(A/P, i%, n)
(F/A, 1%, n)
(P/A, i%, n)
(P/G,i%, n)
(F/G,1%, n)
(A/G, i%, n)
formula
(1 + i)"
(1 + i)-¹
i
(1 + i)" - 1
i(1+i)"
(1+i)n-1
(1+i)n-1
i
(1+i)n-1
i(1+i)n
1-
i
(1+i)n-1
1² (1+i)n
n
i(1+i)n
(1+i)n-1
n
i
n
(1+i)n-1
Transcribed Image Text:factor name single payment compound amount single payment present worth uniform series sinking fund capital recovery uniform series compound amount uniform series present worth uniform gradient present worth uniform gradient future worth uniform gradient uniform series converts P to F F to P F to A P to A A to F A to P G to P G to F G to A symbol (F/P, i%, n) (P/F, 1%, n) (A/F, i%, n) (A/P, i%, n) (F/A, 1%, n) (P/A, i%, n) (P/G,i%, n) (F/G,1%, n) (A/G, i%, n) formula (1 + i)" (1 + i)-¹ i (1 + i)" - 1 i(1+i)" (1+i)n-1 (1+i)n-1 i (1+i)n-1 i(1+i)n 1- i (1+i)n-1 1² (1+i)n n i(1+i)n (1+i)n-1 n i n (1+i)n-1
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