You wish to create a synthetic forward rate agreement in which you would lock in a return between 150 and 310 days. The price of a 150-day zero coupon bond is 0.9823 and the price of 310-day zero coupon bond is 0.9634. Which one of the following method is the correct method to create the synthetic FRA? Explain. Explain the Long and the Short for each situation
A) Borrow one 150-day bond and invest in 1.02 of the 310-day bonds
B) Borrow two 150-day bonds and invest in 0.98 of the 310-day bonds
C) Lend one of the 150-day bonds and borrow 1.02 of the 310-day bonds
D) Lend two of the 150-day bonds and borrow 0.98 of the 310-day bonds
Locking in return between 150 and 310 days mean that investment or outflow would occur on 150 days and inflow on 310 days. Hence, we should invest in 310 day bonds so that inflow occurs on 310 days. But this would mean that outflow occurs now so we have to borrow now so that outflow is cancelled by the inflow now and then the borrowed amount returning will result in outflow in 150 days. Number of 310 bonds=0.9823/0.9634=1.02
A) Borrow one 150-day bond and invest in 1.02 of the 310-day
bonds
You wish to create a synthetic forward rate agreement in which you would lock in a...
1. How can a bank create a synthetic 30-day forward rate agreement on a 90-day interest rate? A. Borrow for 90-days and lend the proceeds for 30 days. B. Borrow for 90 days and lend the proceeds for 60 days. C. Borrow for 120 days and lend the proceeds for 30 days. 2. A put option is in-the-money when: A. The stock price is equal to the exercise price of the option. B. The stock price is lower than the...
9. The market prices of zero coupon bonds are as follows Time to maturi Price 97.08 93.35 88.90 83.86 4 (a) Compute the one-year forward rate and the two-year forward rate one-year from now [i.e. compute fi2 and fi 31. Express them in annualized form. 4% and 4.5% (b) Suppose you can enter a contract to borrow or lend at a one-year forward rate [ h+2 ] of 4.5%. You can take long or short positions in any of the...
On May 15, 2000 you enter into a 1-year forward rate agreement (FRA) with a bank for the period starting November 15, 2000 to May 15, 2001. You will receive the forward rate and pay the floating rate in the FRA. You know that currently the price of the 6-month zero coupon is $96.79 and the price of the 1-year zero coupon is $93.51. (a) What is the agreed-upon forward rate in the transaction? (b) What is the value of...
14, A one-year zero coupon bond yields 3.0%. The two-and three-year zero-coupon bonds yield 4.0% and 5.0% respectively. a. The forward rate for a one-year loan beginning in two years is closest to? (10 points) b. The four-year spot rate is not given above; however, the forward price for a one-year zero-coupon bond beginning in three years is known to be 0.8400. The price today of a four-year zero-coupon bond is closest to? (5 points) 14, A one-year zero coupon...
8. You have just received an inheritance of $20,000. You wish to invest in fixed income securities such as bonds, which you think are less risky than stocks. After some research, you have narrowed down your choices to the following three fixed income securities: One-year Treasury Bill: Face value of $1000 Yield to maturity of 1.74% Coupon Bond A: Two years to maturity Face value of $1000 Coupon rate of 3%, with semi-annual coupon payments Price multiple of face value...
Hi, can you explain me which bond to buy or sell with the payoff table for arbitrage in the question? Lecture 2.pdf - Foxt Reader File Home Comment VieFormProtect Share Connect Help Exts Tel me what you want to do ?Fie Attachment SnapShot doboardActual ? From Scanner Ft Page Fit Width 75% Lnk . | AA Rotate Left Bookmarkge Annotation Refow Rotate Right Typewiter HiohliohtFrom Cipboard Sn Hand PDF Sze Ft Visible Audio & Video Tools Create Links Insert Document...
REQUIRED Let the continuously compounded zero interest rates for 6, 12 and 18 months be: r05-4%, ri -5%, and r1.5-5.9%, p.a. respectively. Calculate the prices of a 6-month zero-coupon note a 1-year bond with 7% annual coupon rate (semi-annual payment), and a 15-year coupon bond with 3% annual coupon rate (semi-annual payment). Assume a bond face value of £100 a) (7 marks) b) Calculate the annualised yield to maturity for each security from question (a) and express it both in...
a) Plot the treasury zero-rate yield curve. Is it increasing or decreasing? Is this normal? b) What is the market price of a treasury maturing in 5 months? c) Of the bonds listed, which has a price closest to 98.00? Extra Credit: Suppose a friend offers to give you a $1,000 bond that matures in 11 months in exchange for $990 two months from now. Always the wary consumer, you ask if they would be willing to pay you $990...
Billy Thornton borrowed $20,000 at a rate of 7.25%, simple interest, with interest paid at the end of each month. The bank uses a 360-day year. How much interest would Billy have to pay in a 30-day month? a. $139.88 b. $133.22 c. $120.83 d. $126.88 e. $146.87 1 points QUESTION 9 Suppose you borrowed $14,000 at a rate of 10.0% and must repay it in 5 equal installments at the end of each of the next 5 years. How...
Payable: Use the t-accts below to record the following entries. If you get stuck, carefully review the online and text examples. On September 1t, Geo Inc. borrows $2,400 from State Bank and signs a 10 month short-term note payable. The interest rate on the note is 7%. Even though the note is only for 10 months, the interest rate is an annual rate (see interest calculations below). a) Record the entry to borrow the money from the bank. b) Next,...