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can you help me with this questions please Q1: A 4-year real return bond (par value =$1,000 ) has a coupon rate of 3%; inflation
can you help me with this questions please
Q1: A 4-year real return bond (par value =$1,000 ) has a coupon rate of 3%; inflation for years 14 is 2%, 3%,4% and 6%, respectively-what is the bond's real return at maturity? Q2: 4% coupon bond, quoted price =$1,141.82, discount rate =3.45%,N=3 years; one year later, the discount rate decreases to 2.05% - what is the 1 -year before-tax rate of return? Q3: Calculate the price of a 25YR bond today, which pays a 5.35% coupon annually (discount factor = 4.15\%)- what is the price difference, if the bond pays coupons semi-annually? Q4: A 6.5\%, 15-year callable bond is quoted at \$1,050 and is callable in 5 years for $1,085 - calculate the YTM and YTC (i.e., yield-to-call) using the formulas in class (calculator outputs will not be accepted). Q5: You buy a bond for $1,081.72 and sell it three years later for $1,035.15-you earn $70 in coupons at the end of each year; what is your yearly rate of return (assuming the first two coupons can be reinvested at 6% )? Q1: A 4-year real return bond (par value =$1,000 ) has a coupon rate of 3%; inflation for years 14 is 2%, 3%,4% and 6%, respectively-what is the bond's real return at maturity? Q2: 4% coupon bond, quoted price =$1,141.82, discount rate =3.45%,N=3 years; one year later, the discount rate decreases to 2.05% - what is the 1 -year before-tax rate of return? Q3: Calculate the price of a 25YR bond today, which pays a 5.35% coupon annually (discount factor = 4.15\%)- what is the price difference, if the bond pays coupons semi-annually? Q4: A 6.5\%, 15-year callable bond is quoted at \$1,050 and is callable in 5 years for $1,085 - calculate the YTM and YTC (i.e., yield-to-call) using the formulas in class (calculator outputs will not be accepted). Q5: You buy a bond for $1,081.72 and sell it three years later for $1,035.15-you earn $70 in coupons at the end of each year; what is your yearly rate of return (assuming the first two coupons can be reinvested at 6% ) Step by Step Solution
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