John buys the following Bond: Coupon = 8.0%, paid  ANNUALLY (once per year) Face Value = $1,000 Purchase Price = $1,000 Maturity = 5-years John plans on reinvesting all the coupon payments. If interest rates fall to 5.0% right after John purchases the bond, what is the realized return on John's investment if John holds the bond until it matures?

Herry is planning to purchase a Treasury bond with a coupon rate of 2.67% and face value of $100. The maturity date of the bond is 15 March 2033. (d) If Henry purchased this bond on 7 March 2020, what is his purchase price (rounded to four decimal places)? Assume a yield rate of 3.31% p.a. compounded half-yearly. Henry needs to pay 27.8% on coupon payment and capital gain as tax payment. Assume that all tax payments are delayed by half year. Question 4Answer a. 83.6029 b. 68.6929 c. 82.4233 d. 94.5242

Mathias purchases a 10-year CD for $10000 with 2.8% APR compounded monthly, and a 10-year bond for $10000 with a 3.3% coupon rate, paid annually. How much will Mathias’s original $20000 investment be worth at the end of the 10 years? Round your answer to the nearest cent.

Dolores has a 5-year investment horizon. She is considering purchasing an 8-year, 6% coupon bond (annually). Coupon payments are paid every six months and the bond has a face value of €1,000. The bond sells to offer a yield to maturity of 6% and therefore the price is €1,000. Dolores expects to be able to reinvest in the coupon payments at an annual interest rate of 5%. At the end of the planned investment horizon, the bond will be selling to offer a yield to maturity of 5% annually. What is the interest-on-interest amount to the closest cent.