The YTMs of three $1,000 face value bonds that mature in 10 years and have the same level of risk are equal. Bond A has is 8% annual coupon, Bond B has a 10% annual coupon, and Bond C has a 12% annual coupon. Bond B sells at par. Assuming interest rates remain constant for the next 10 years, which of the following statements is CORRECT? Bond A sells at a discount (its price is less than par), and its price is expected to increase over the next year. Since the bonds have the same YTM, they should all have the same price, and since interest rates are not expected to change, their prices should all remain at their current levels until maturity. Over the next year, Bond A's price is expected to decrease, Bond B's price is expected to stay the same, and Bond C's price is expected to increase. Bond A's current yield will increase each year. Bond C sells at a premium (its price it greater than par), and its price it expected to increase over the next year. Under normal conditions, which of the following would be most likely to increase the coupon rate required to enable a bond to be issued at par? Adding a call provision. Adding a sinking fund. The rating agencies change the bond's rating from Bas to Aaa. Adding additional restrictive that limit management's actions. Making the bond a first mortgage bond rather than a debenture