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The relationship between bond duration, coupon rates, and yield to maturity. It covers topics such as how interest rate changes affect bond duration, which bond has the longest duration among given options, and how to calculate the percentage change in bond price when yield to maturity changes. It also introduces different types of bond immunization strategies.
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decreases. remains the same. the answer cannot be determined without more information. increases. may increase or decrease, depending on whether the bond sells at a premium or discount.
15-year maturity and a 12% coupon. 10-year maturity and a 15% coupon. 20-year maturity and an 8% coupon. 20-year maturity and a 12% coupon.
zero, long high, long low, long high, short
It is impossible to solve this problem without knowing Bond R’s current price.
Coupon = 15%, time to maturity = 20 years, yield to maturity = 10% Coupon = 15%, time to maturity = 15 years, yield to maturity = 10% Coupon = 12%, time to maturity = 20 years, yield to maturity = 10% Coupon = 10%, time to maturity = 20 years, yield to maturity = 10% Coupon = 15%, time to maturity = 15 years, yield to maturity = 15%
Contingent immunization. Duration matching immunization. Income immunization. Price immunization.
a rate anticipation swap. a pure yield pickup swap. an intermarket spread swap. a substitution swap.