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Use the following information to answer the remaining questions. Suppose you observe the following securities . Assume that all of them are priced correctly based

Use the following information to answer the remaining questions.
Suppose you observe the following securities. Assume that all of them are priced correctly based on the appropriate spot rates.
1-year STRIP with a par value of $100 and a price of $97(assume annual compounding)
2-year STRIP with a par value of $100 and a price of $91(assume annual compounding)
Treasury bond priced at par with 3 years left to maturity, a 5% coupon, and a $1000 par value (assume coupons are paid annually)
Treasury bond priced at par with 4 years left to
maturity, a 6% coupon, and a $1000 par value (assume coupons are paid annually)
Calculate the 1-year spot rate. (Correct answer: 0.0309)
Calculate the 2-year spot rate. (Correct answer: 0.048)
Calculate the 3-year spot rate. (Correct answer: 0.0498
Calculate the 4-year spot rate. (Correct answer: 0.0612)
Suppose you observe a 3-year Treasury bond with a 2% coupon (paid annually) and a $1,000 par value. What is the arbitrage-free price of this bond? (Correct answer: 919.7)
Suppose you observe a 4-year Treasury bond with a 3% coupon (paid annually) and a $1,000 par value. What is the arbitrage-free price of this bond? (Correct answer: 894.52)
Suppose that the bond in question #7 has a yield-to-maturity of 5.50%. If you were to exploit this mispricing opportunity, what would your arbitrage profit be?(Correct answer: 17.85)
Assume that you can invest any amount in STRIPS and that 1-4-year STRIPS are correctly priced based on the spot rates that you have calculated. In order to benefit from the arbitrage opportunity in question #8, how much should you invest in a 1-year STRIP?
Assume that you can invest any amount in STRIPS and that 1-4-year STRIPS are correctly priced based on the spot rates that you have calculated. In order to benefit from the arbitrage opportunity in question #8, how much should you invest in a 2-year STRIP?
Assume that you can invest any amount in STRIPS and that 1-4-year STRIPS are correctly priced based on the spot rates that you have calculated. In order to benefit from the arbitrage opportunity in question #8, how much should you invest in a 3-year STRIP?
Assume that you can invest any amount in STRIPS and that 1-4-year STRIPS are correctly priced based on the spot rates that you have calculated. In order to benefit from the arbitrage opportunity in question #8, how much should you invest in a 4-year STRIP?

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