Ms. Jones wants to make 8% nominal interest compounded quarterly on a bond investment. She has an opportunity to purchase a 6%, $10,000 bond that will mature in 16 years and pays quarterly interest. This means that she will receive quarterly interest payments on the face value of the bond ($10,000) at 6% nominal interest. After 16 years she will receive the face value of the bond. How much should she be willing to pay for the bond today?

Ms. Jones wants to make 8% nominal interest compounded quarterly on a bond investment. She has an opportunity to purchase a 6%, $10,000 bond that will mature in 16 years and pays quarterly interest. This means that she will receive quarterly interest payments on the face value of the bond ($10,000) at 6% nominal interest. After 16 years she will receive the face value of the bond. How much should she be willing to pay for the bond today?

EBK CONTEMPORARY FINANCIAL MANAGEMENT

14th Edition

ISBN:9781337514835

Author:MOYER

Publisher:MOYER

Chapter5: The Time Value Of Money

Section: Chapter Questions

Problem 22P

See similar textbooks

Similar questions

Calculating single-payment loan amount due at maturity. Stanley Price plans to borrow 8,000 for five years. The loan will be repaid with a single payment after five years, and the interest on the loan will be computed using the simple interest method at an annual rate of 6 percent. How much will Stanley have to pay in five years? How much will he have to pay at maturity if hes required to make annual interest payments at the end of each year?
Ms. Jones wants to make 8% nominal interest compounded quarterly on a bond investment. She has an opportunity to purchase a 6%, $10,000 bond that will mature in 15 years and pays quarterly interest. Thismeans that she will receive quarterly interest payments on the face value of the bond ($10,000) at 6% nominal interest. After 15 years she will receive the face value of the bond. How much should she be willing to pay for the bond today?
You wish to purchase a $1,000 bond from a friend who needs the money. There are 7 years remaining until the bond matures, and interest payments are quarterly. You decide to offer $750.08 for the bond because you want to earn exactly 16% per year compounded quarterly on the investment. What is the annual bond rate of interest?
Mildred can purchase a municipal bond with a par (face) value of $1000 that will mature in 10 years. The bond pays 6% interest compounded quarterly. If she can buy this bond for $1050, what rate of return will she earn?
Stan Moneymaker has the opportunity to purchase a certain U.S. Treasury bond that matures in eight years and has a face value of $10,000. This means that Stan will receive $10,000 cash when the bond’s maturity date is reached. The bond stipulates a fixed nominal interest rate of 8% per year, but interest payments are made to the bondholder every three months; therefore, each payment amounts to 2% of the face value. Stan would like to earn 10% nominal interest (compounded quarterly) per year on his investment, because interest rates in the economy have risen since the bond was issued. How much should Stan be willing to pay for the bond?
An investor buys a bond for $1000. She receives $10 at the end of each month for 2 months and then sells the bond at the end of the second month for $1040. Determine the internal rate of return on this investment.
Chase Boyd plans to borrow $6,000 for 4 years. The loan will be repaid with a single payment after four years, and the interest on the loan will be computed using the simple interest method at an annual rate of 11 percent. How much will Chase have to pay in four years? $ How much will he have to pay at maturity if he's required to make annual interest payments at the end of each year? $
Marcie has some extra money that she wants to place into a relatively safe investment. Her employer is offering to employees a generous 5% discount for 10-year $5,000 bonds that carry a coupon rate of 6% paid semiannually. The expectation is to match her return on other safe investments, which have averaged 6.7% per year compounded semiannually. (This is an effective rate of 6.81% per year.) Should she buy the bond?
Anne's marginal income tax rate is 32 percent. She purchases a corporate bond for $10,000 and the maturity. or face value, of the bond is $10,000. If the bond pays 5 percent per year before taxes, what is Anne's annual after-tax rate of return from the bond if the bond matures in 1 year? What is her annual after-tax rate of return if the bond matures in 10 years? NOTE: Round your answers to 1 decimal place. AFTER-TAX RATE: a) Bond matures in 1 year: ___________% b) Bond matures in 10 years: ____________%
Lori Willis plans to invest for retirement, which she hopes will be in 20 years. She is planning to invest $25,000 today in U.S. Treasury bonds that will earn interest at 6.25 percent annually. How much will she have at the end of 20 years? (Round to the nearest dollar.)
Tran Jiang has $2,000 to invest. Usually, he would deposit the money in his savings account, which earns 6% interest compound monthly. However, he is considering three alternative investment opportunities: Purchase a bond for $2,000. The bond has a face value of $2,000 and pays $100 every 6 months for three years, after which time the bond matures. Buying and holding a stock that grows 11% per year for 3 years. Making a personal loan of $2,000 to a friend and receiving $150 per year for 3 years. Determine the equivalent cash flows for each option and select the best option.
Evaristo would like to invest N$ 12 500 a month at the beginning of each month at an interest rate of 12% compounded quarterly. a how much will he have after 6 years b how much interest does he earn on a quarterly basis 2. a. Complete the table below for an investment of N$ 25 000.00 in the bank for 5 years earning 8.5% compound interest p.a. for the specified frequency of compounding 1 mark for the formula, 2 marks for the final amount, 1 mark for the interest earned. Frequency formula amount at the end of the 5year interest earned Daily half-yearly quarterly weekly continously 3. supposed that you wish to maximize the sum X1 + X2 subject to the constraints X1 > 0; X1 + X2 ,<3; 2X1 +2X < 4 and -2X1 + X2 < 1 a. Draw and shade the feasible region and show coordinates of corner points. b. Find numbers X1 and X2 maximize the sum.