You own three bonds that each have a face value of $1,000. Bond A is a 7% coupon bond that makes annual payments and has five years to maturity. Bond B is a zero-coupon bond with a required return of 5%. Bond C is an 8% coupon bond that makes semiannual payments and had fifteen years to maturity when you purchased it ten years ago. (a) If the current price of Bond A is $922.21, what are its yield to maturity and current yield? (6 marks) (b) If Bond B has three years to maturity, how much will it sell for today? (2 marks) (c) If the yield to maturity on Bond C was 6% at the time of purchase, how much did you pay for the bond ten years ago? (4 marks) (d) If interest rates have increased 1% over the last ten years, how much will Bond C sell for today? (4 marks)