7. The present worth of a cash flow of $1,000 that occurs every 10 years forever, with the first on occurring now with i% per year is: a. $1,000+ $1,000 x (A/F, i %, 10) / i%} b. $1,000+ ($1,000/i%) × 10} c. $1,000 (A/F, 1%, 10)/1% d. $1,000+ ($1,000 x (A/P, 1%, 10) /i%}

Managerial Accounting: The Cornerstone of Business Decision-Making
7th Edition
ISBN:9781337115773
Author:Maryanne M. Mowen, Don R. Hansen, Dan L. Heitger
Publisher:Maryanne M. Mowen, Don R. Hansen, Dan L. Heitger
Chapter12: Capital Investment Decisions
Section: Chapter Questions
Problem 5MCQ: An investment of 1,000 produces a net cash inflow of 500 in the first year and 750 in the second...
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7. The present worth of a cash flow of $1,000 that occurs every 10 years forever, with the first one
occurring now with i% per year is:
a. $1,000+ {$1,000 x (A/F, i%, 10) / i%}
b. $1,000+ (($1,000/i%) × 10}
c. $1,000 (A/F, 1%, 10) / 1%
d. $1,000+ $1,000 x (A/P, 1%, 10)/1%}
Transcribed Image Text:7. The present worth of a cash flow of $1,000 that occurs every 10 years forever, with the first one occurring now with i% per year is: a. $1,000+ {$1,000 x (A/F, i%, 10) / i%} b. $1,000+ (($1,000/i%) × 10} c. $1,000 (A/F, 1%, 10) / 1% d. $1,000+ $1,000 x (A/P, 1%, 10)/1%}
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