(a). Perpetuity payments begin in one year:
Then PV of perpetuity = Annual payment/EAR
EAR (effective annual rate) = (1+(R/m))^12 -1
where R = 12% and m = 12
EAR = (1+(0.12/12))^12 - 1 = 12.68%
PV of perpetuity = 1,000,000/12.68% = 7,884,878.87 (Answer)
(b). Perpetuity payments begin immediately:
PV of perpetuity due = Annual payment + (Annual payment/EAR)
= 1,000,000 + 7,88,878.87 = 8,884,878.87 (Answer)
Question 5 (8 marks) Infinity Group has just endowed a scholarship for needy students that will...
-27 How much invested now at an interest rate of 9% compounded annually would be just sufficient to provide three payments as follows: the first payment in the amount of $3,000 occurring two years from now, the second payment in the amount of $4,000 five years thereafter, and the third payment in the amount of $5,000 seven years thereafter? 62.34 What is the future worth of a series of equal yearly deposits of $5,000 for 7 years in a savings...
Mpumi Madonsela has recently qualified to be a Chartered Management Accountant and she is working at one of the big four accounting firms. Due to the limited salary of an article clerk, Mpumi did not contribute to any provident fund. Fortunately for her, the firm contributed to a pension fund on her behalf. She was not content with only a pension fund but was adamant that she wanted a provident fund to supplement her very extravagant life style. Mpumi decided...
help!! I know this is
technically two problems but I ran out of question so please help
if you can. I don't have anymore questions left!
This problem is similar in spirit to Example 12 (in the chapter) and Problem 15 (at the end of the chapter). I'd strongly suggest that you master those two problems before attempting this problem Make sure that you draw a high quality, detailed timeline - similar in quality to those in Example 12 and...
4. You have just paid your subscription to Investing Wisely Weekly through the end of this year. You plan to subscribe to the magazine for the rest of your life. You have two options. You can either renew the subscription annually by paying $85 at the end of each year or you can get a lifetime subscription for $620 payable immediately. Assuming that you can earn 6.0% on your funds and that the annual renewal rate will remain constant, how...
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Question 11 pts An annuity is best defined as: Group of answer choices a series of payments for a specified period of time any series of payments a series of equal payments occurring at equal time intervals for a specified number of periods a series of equal payments for a specified number of years Flag this Question Question 21 pts A perpetuity can be described as: Group of answer choices an annuity that goes on forever an annuity that lasts...
Q 29,30,32,34,35
e present value of the cash flows? Sent is the discutate, what is the present value of 000 payments the end of each of the next 19 flows? If 20 percent is the discount at what is the recent value of the discount rate, what is the value of this stream of 6-29. Calculating the future value of an an t he future value of an an that pays 8.000 a year for 10 years at 6 percent...
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