Herry is planning to purchase a Treasury bond with a coupon rate of 2.38% and face value of $100. The maturity date of the bond is 15 March 2033. (c) If Henry purchased this bond on 4 March 2020, what is his purchase price (rounded to four decimal places)? Assume a yield rate of 3.3% 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 paid immediately. a. 66.0182 O b. 80.6553 O c. 91.4031 d. 79.6067

Today is 1 July, 2022, Georg plans to purchase a corporate bond with a coupon rate of j2 = 1.69% p.a. and a face value of $100. This corporate bond matures at par. Its maturity date is 1 January, 2025. The yield rate is assumed to be j2 = 10.9% p.a. Assume that this corporate bond has a 6% chance of default in any six-month period during its term. Assume, also, that, if default occurs, Georg will receive no further payments at all. Calculate Georg's purchase price. Round your answer to three decimal places. Answer   a.   $59.319   b.   $81.541   c.   $80.092   d.   $53.631

Pierre Dupont just received a cash gift from his grandfather. He plans to invest in a 5 year bond issued by Venice Corp. that pays an annual coupon rate of 5.5%. If the current market rate is 7.2%, what is the maximum amount Pierre should be willing to pay for this bond?

I need the answer as soon as possible

Susan can buy a zero-coupon bond that will pay 1,000 at the end of 12 years and is currently selling for 624.60. Instead, she purchases a bond with 6% semi-annual coupons that will pay 1,000 at the end of 10 years. If she pays X for this bond she will earn the same annual effective interest rate as the zero-coupon bond. Calculate X.

Kevin owns a bond that has a face value of $1,000, a remaining maturity of 8 years and a current market price of $1,056.50.  If Kevin believes that his bond has a yield to maturity of 6.28%, then what must be the annual Coupon PMT of Kevin’s bond?

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

Assume that Jack Tan wishes to purchase a bond with a 10-year maturity, an annual coupon rate of 10%, a face value of RM1,000, and pay interest payments every six   If Jack Tan requires a 12% nominal yield to maturity on this investment, compute the maximum price he should be willing to pay for the bond.

mark is planning to purchase an Australian Treasury bond with a coupon rate (j2) of 1.04% and face value of $100. The maturity date of the bond is 15 May 2033. Markbond matures at par. If Markpurchased this bond on 2 May 2018, what is his purchase price (rounded to four decimal places)? Assume a yield rate of 3.26% p.a. compounded half-yearly, allowing for taxation. Mark needs to pay tax at rate 21.7% on coupon payments. Assume the tax on coupon is paid immediately on the coupon payment date. а. $71.4907 b. $71.4921 С. $72.2427 d. $71.0840

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.