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Part 2 Curve Steepening Trade For this part, use the Fama - Bliss interest rate table. ( Please see data below ) . The Fama
Part Curve Steepening Trade For this part, use the FamaBliss interest rate table. Please see data below The FamaBliss table contains zerocoupon rates reported in decimals Assume for this part that the FamaBliss rates are annualized using annually compounding. The Fama Bliss file reports decimals not percentages Suppose it is currently Nov. and you hold a long position in year zerocoupon bonds worth $M in market value. You believe that the yield curve is currently too flat and you think that the curve will steepen soon. However, you are unsure if the general level of interest rates will change up down, or stay the same You would like to set up a trade that makes money if the curve steepens but is unaffected by level shifts in the yield curve hedged against parallel shifts ie a curve steepening trade. Find the change in the value of the year bond if the interest rate increases by basis point Find the change in the value of the year bond if the interest rate decreases by basis point Find the change in the value of the year bond if the interest rate increases by basis point Find the change in the value of the year bond if the interest rate decreases by basis point Find the modified duration of the year bond. Find the modified duration of the year bond. Use Modified Duration to determine the total face value in year zerocoupon bonds you would need to buy or short in order to approximately offset the change in portfolio value if the year and year interest rates change by the same amount parallel shift Find the total value of the portfolio including all year bonds and all year bonds Find the current value of the portfolio using the Fama and Bliss rates for December Suppose that you entered the portfolio positions both long and short if applicable that you determined above. Now, suppose that one month has passed, compute the current actual not approximate value of your portfolio. The year bond is now anmonth bond The year bond is now anyear month bond For valuation purposes, lets assume that the year zero rate and year zero rate apply to the month and year month bond, respectively. By how much did the portfolio value change? Explain why the portfolio value did or did not change. Did the value increase or decrease? Why? Data: date yield yield yield yield yield
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Part Curve Steepening Trade
For this part, use the FamaBliss interest rate table. Please see data below The FamaBliss table contains zerocoupon rates reported in decimals Assume for this part that the FamaBliss rates are annualized using annually compounding. The Fama Bliss file reports decimals not percentages
Suppose it is currently Nov. and you hold a long position in year zerocoupon bonds worth $M in market value. You believe that the yield curve is currently too flat and you think that the curve will steepen soon. However, you are unsure if the general level of interest rates will change up down, or stay the same You would like to set up a trade that makes money if the curve steepens but is unaffected by level shifts in the yield curve hedged against parallel shifts ie a curve steepening trade.
Find the change in the value of the year bond if the interest rate increases by basis point
Find the change in the value of the year bond if the interest rate decreases by basis point
Find the change in the value of the year bond if the interest rate increases by basis point
Find the change in the value of the year bond if the interest rate decreases by basis point
Find the modified duration of the year bond.
Find the modified duration of the year bond.
Use Modified Duration to determine the total face value in year zerocoupon bonds you would need to buy or short in order to approximately offset the change in portfolio value if the year and year interest rates change by the same amount parallel shift
Find the total value of the portfolio including all year bonds and all year bonds
Find the current value of the portfolio using the Fama and Bliss rates for December
Suppose that you entered the portfolio positions both long and short if applicable that you determined above. Now, suppose that one month has passed, compute the current actual not approximate value of your portfolio.
The year bond is now anmonth bond
The year bond is now anyear month bond
For valuation purposes, lets assume that the year zero rate and year zero rate apply to the month and year month bond, respectively. By how much did the portfolio value change?
Explain why the portfolio value did or did not change. Did the value increase or decrease? Why?
Data:
date yield yield yield yield yield
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