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Solve and show the workings of each

Find the face-value of a bond with the following info: Term: 10 Years Yield Rate: Annual Rate of 4.5% compounded annually Purchase Price: 875.26 Coupon Rate: Annual rate of 3.7% payable annually Coupon Frequency: 6-months Redemption Value: Par or Face Value Give your answer as a whole number (i.e. X ). Note: Coupons are paid out annually (i.e. end of the year) in this problem. A bond with annual coupons and a face-value of 1 sells for 1+p at a certain fixed annual effective yield rate. Assuming no other changes in the structure of the bond, if the coupon rate of the bond was halved (i.e. half of the original amount), the price that the bond would sell for would become 1+q. Assuming that no other changes are made to the structure of the bond, what would the bond sell for if the coupon rate was doubled (i.e. two times the original amount)? Give your answer in terms of p and