Question

3. A corporate treasurer needs to accumulate $10,000,000 exactly 30 years from today. To accumulate this sum, he plans to mak
0 0
Add a comment Improve this question Transcribed image text
Answer #1

Answer:

Series of biennial deposits of starting today.

This is annuity due.

Each period consist of 2 Years

Number of biennial periods = 30/ 2 = 15

Interest rate is 4% continuously compounding

Hence periodic interest rate = e rt - 1 = e (0.04 * 2) - 1 = e 0.08 - 1 = 8.3287067675%

FV = $10,000,000

Amount of deposit = PMT (rate, nper, pv, fv, type) = PMT (8.3287067675%, 15, 0, -10000000, 1)

= $331378.36

Amount of deposit = $331,378.36

Add a comment
Know the answer?
Add Answer to:
3. A corporate treasurer needs to accumulate $10,000,000 exactly 30 years from today. To accumulate this...
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for? Ask your own homework help question. Our experts will answer your question WITHIN MINUTES for Free.
Similar Homework Help Questions
  • A corporate treasurer wishes to accumulate a total of 25,000,000 thirty years from today. He plans...

    A corporate treasurer wishes to accumulate a total of 25,000,000 thirty years from today. He plans to make equal semiannual deposits into an account earning 8% compounded semiannually. What must be the amount of these deposits if the first deposit will be made three and one- half years from today and the last deposit will be made six months before the 25000,000 is needed?

  • PPI wants to accumulate a fund of $240,000 in six years (by December 31, 2024) to...

    PPI wants to accumulate a fund of $240,000 in six years (by December 31, 2024) to retire a long-term note. Four years ago, the board of directors had passed a resolution instructing the treasurer to make ten equal annual deposits in a fund earning 6% compounded annually. Because no one knew how to compute the equal deposits, the treasure decided to deposit $24,000 at the end of each year. The fourth deposit was made on December 31, 2018. What equal...

  • Complex present value​) You would like to have ​$56 comma 000 in 16 years. To accumulate...

    Complex present value​) You would like to have ​$56 comma 000 in 16 years. To accumulate this amount you plan to deposit each year an equal sum in the​ bank, which will earn 6 percent interest compounded annually. Your first payment will be made at the end of the year. a. How much must you deposit annually to accumulate this​ amount? b. If you decide to make a large​ lump-sum deposit today instead of the annual​ deposits, how large should...

  • (Complex present value) You would like to have $30,000 in 16 years. To accumulate this amount...

    (Complex present value) You would like to have $30,000 in 16 years. To accumulate this amount you plan to deposit each year an equal sum in the bank, which will earn 7 percent interest compounded annually. Your first payment will be made at the end of the year. a. How much must you deposit annually to accumulate this amount? b. If you decide to make a large lump-sum deposit today instead of the annual deposits, how large should this lump-sum...

  • 1. You would like to save $70 000 in 10 years. To accumulate this amount, you...

    1. You would like to save $70 000 in 10 years. To accumulate this amount, you plan to make a regular deposit with an equal amount of cash into a saving account at the end of each year. This account will earn 6% p.a interest compounded annually. Your first payment will be made at the end of this year. a. How much must you deposit annually to accumulate this amount in 10 years? b. If you decide to make a...

  • Starting one year from today, a series of annual deposits is made into an account offering...

    Starting one year from today, a series of annual deposits is made into an account offering 11.24 percent compounded annually. The first deposit is $$1250. The second deposit is 3 percent larger than the first, That is, $1,250(1.03). The third deposit is 3 percent larger than the second, that is, $1250(1.03)^2. This pattern of growing deposits, with each deposit being 3 percent larger than the previous one, continues until the last deposit is made at the end of year 40,...

  • You would like to save annually for buying a car 6 years from today. Suppose the...

    You would like to save annually for buying a car 6 years from today. Suppose the first deposit is made today and the last deposit will be made 5 years from now. Assume the car will cost you $30,000 and your deposits earn you interest at 6% p.a. compounded annually. a. What is your annual deposit amount? b. Instead of making annual deposits, you would like to make your deposit monthly and the bank is happy to pay your interest...

  • If you invest $2,500 today, $3,600 in 2 years, $4,500 in 5 years, and $1,600 in...

    If you invest $2,500 today, $3,600 in 2 years, $4,500 in 5 years, and $1,600 in 7 years, how much will be in the bank 15 years from today if interest is 8.5% compounded annually? 2. Charlie hopes to accumulate $83,000 in a savings account in 10 years. If he wishes to make a single deposit today and the bank pays 3 percent compounded annually on deposits of this size, how much should Charlie deposit in the account? 3. If...

  • 1.An investment will pay you $500 every year starting 1 year from today and goes on...

    1.An investment will pay you $500 every year starting 1 year from today and goes on forever. If the interest rate is 5% p.a., what is the maximum price that you would pay for this investment? 2.You are given $200 each year starting next year and finishing in 15 years (t=15). If the interest rate is 6% p.a., what is the maximum price that you would pay for these cash flows? 3.You borrow $100,000 today, the annual interest rate is...

  • You want to retire exactly 30 years from today with $1,980,000 in your retirement account. If you think you can earn an...

    You want to retire exactly 30 years from today with $1,980,000 in your retirement account. If you think you can earn an interest rate of 10.19 percent compounded monthly, how much must you deposit each month to fund your retirement?

ADVERTISEMENT
Free Homework Help App
Download From Google Play
Scan Your Homework
to Get Instant Free Answers
Need Online Homework Help?
Ask a Question
Get Answers For Free
Most questions answered within 3 hours.
ADVERTISEMENT
ADVERTISEMENT