Question 4 (a) A bond with a 1000 face amount pays semiannual coupons at a rate of 100X% per year. The bond has 20 years to maturity and is priced to yield 6% compounded semiannually. The bond's price is 884.42614. Determine 100X%. f tra el (b) Marsha purchased a 20-year par value bond with an annual nominal coupon rate of 8% payable semiannually at a price of 1722.25. The bond can be called at par value X on any coupon date starting at the end of year 15 after the coupon is paid. The lowest yield rate that Marsha can possibly receive is a nominal annual interest rate of 6% convertible semiannually. Calculate X. *.bsti 110 (C) = A $1000 bond, redeemable at par on December 1, 2022, pays semiannual coupons at p(2) = 8%. The bond is bought on December 1, 2020. Find the purchase price and construct a complete bond schedule showing the amortization of the premium or the accumulation of the discount, if the desired yield rate is il2) = 10%. on ray92 Question 4 (a) A bond with a 1000 face amount pays semiannual coupons at a rate of 100X% per year. The bond has 20 years to maturity and is priced to yield 6% compounded semiannually. The bond's price is 884.42614. Determine 100X%. f tra el (b) Marsha purchased a 20-year par value bond with an annual nominal coupon rate of 8% payable semiannually at a price of 1722.25. The bond can be called at par value X on any coupon date starting at the end of year 15 after the coupon is paid. The lowest yield rate that Marsha can possibly receive is a nominal annual interest rate of 6% convertible semiannually. Calculate X. *.bsti 110 (C) = A $1000 bond, redeemable at par on December 1, 2022, pays semiannual coupons at p(2) = 8%. The bond is bought on December 1, 2020. Find the purchase price and construct a complete bond schedule showing the amortization of the premium or the accumulation of the discount, if the desired yield rate is il2) = 10%. on ray92