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1. Find the interest payment you would have received (in dollars and cents) on July 15, 2021 if you owned a 10-year TIPS bond which was issued on Jan. 15, 2020 with a face value of $100,000 and a...

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1. Find the interest payment you would have received (in dollars and cents) on July 15, 2021 if you owned a 10-year TIPS bond which was issued on Jan. 15, 2020 with a face value of $100,000 and a coupon rate of 2.40%. The annual inflation rate is announced at the end of each quarter (end of March, June, Sept. and Dec.). In 2019 the numbers were 1.4%, 1.5%, 1.6% and 1.6%. For 2020 they were 1.6%, 1.7%, 1.8%, and 2.3%. For 2021 they were 3.5%, 5.0%, and 6.7% (The December 2021 rate hasn’t come out yet). For this problem, anytime there appears to be more than one inflation rate you could use, you should use the most recently reported rate.

2. Find the YTM of a Treasury bond which you are considering purchasing. The settlement date is Oct. 19, 2021. The bond matures on Dec. 15, 2025 and has a 2.75% coupon rate (the maturity date tells you when the coupon payments are made). The quoted price for the bond is 102:09.

3. Find the BEY of a Treasury Strip that you can purchase for settlement on Oct. 19, 2021 at a quoted price of XXXXXXXXXXThe Strip matures on May 15, 2028.

4. Price an 8-yr. zero-coupon bond so that it has the same yield as a 2.10% coupon bond which matures at the same time and is currently priced at 101:12 (ignore accrued interest).

5. If a Treasury bill has a BEY of 1.60% and it matures in 100 days, calculate its

A. Price

B. Yield on a Discount Basis

C. Effective Annual Rate

Answered Same Day May 03, 2022

Solution

Rochak answered on May 03 2022
109 Votes
1. Interest Payment Received on July 15, 2021, = Face value * (Coupon Rate + Inflation rate as on June 2021)
= $100,000 * (2.40%+6.7%)
= $9,100
2. Settlement Date = October 19, 2021
Maturity Date = December 15 2025
Coupon Rate = 2.75%
Cu
ent Price = 102.09
Face Value = 100
Coupon = Face Value * Coupon Rate
= $100 * 2.75%
= $2.75
Number of years till maturity = 4.17 years
Yield to Maturity = (Coupon + ((Face Value – Cu
ent Price)/Number of years till maturity))/((Face value + Cu
ent...
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