If a bond's modified duration is 6 and the interest rate goes down by 0.95 % , the price of the bond will

Suppose the current YTM on a 5-year T-Bond is 2.8% and the current YTM for a 1-year T-Bond is 0.75%. What is the 5-year term premium if the expected 1-year rates for thenext 4 years are 1.25%, 1.75%, 2.5%, and 3.25%?

In calculating the current price of a bond paying semiannual coupons, one needs to O use double the number of years for the number of payments made. O use the semiannual coupon. O use the semiannual rate as the discount rate. O All of the above needs to be done.

Suppose that the term structure of interest rates is: Interest rates are annual interest rates that are semi-annually compounded. Calculate the price and modified duration of a 1 -year bond with a 6% coupon rate, with coupons paid semi-annually. The bond has a face value of 100.0 Calculate the price and modified duration of a 2 -year bond with a 10% coupon rate, with coupons paid semi-annually. The bond has a face value of 100.0 Compare your results from 1 and 2 above. Which bond is more sensitive to changes in interest rates?

Consider a bond with a duration of 8.8 years priced at $1,100. If market interest rates were to increase by 0.25%, what would be the predicted new bond price according to duration?

A T-bill has 117 days to maturity. Its Bond Equivalent Yield is 3.3%. What is its price?

4. (i) A forward contract written on a bond has 10 months remaining until maturity. The face value of the bond is $1000, and it pays a 7% coupon every 6 months. The final coupon is due immediately prior to the maturity of the forward. The relevant riskless rate of interest is 5%. If the bond is trading at $1025, calculate the theoretical forward price and initial value of the forward contract and explain the forward pricing relationship. (ii) Provide numerical examples of arbitrage strategies for situations where a broker offers a price above, and below the theoretical forward price.

Use Macauly's Duration Price Approximation formula for this. Before a change in interest rates, your bond has the following characteristics: present value of $5,557.56, Duration of 3.69 years with market interest rates of 5%. Calculate the percentage change in the bond's price if market rates fall to 4.85%. Be sure to include the negative sign IF you think the price goes down. I