Suppose that you want to evaluate the following non-standard cash flow: $1 000 paid at the end of every third year in a 12-year period with annual interest rate of 10%. What is the best method?
A) Convert the non-standard cash flow into standard annuity by changing the interest rate.
B) Convert the non-standard cash flow into standard annuity by changing the compounding period.
C) Convert the non-standard cash flow into arithmetic gradient series.
D) Treat each payment as a separate payment.
E) Convert the non-standard cash flow into a geometric gradient series.
Correct Answer:
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Q9: The present worth of an infinitely long
Q10: If Emily deposits $500 every other year
Q11: Natalie received a gift of $1 000
Q12: The present worth factor
A)converts an annuity into
Q13: How many years will it take for
Q15: One standard assumption for annuities and gradients
Q16: When is the growth-adjusted interest rate for
Q17: Calculating the growth-adjusted interest rate requires
A)the base
Q18: A geometric gradient series
A)starts with zero and
Q19: The compound amount factor produces
A)the present amount,
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