Mary Martin, the treasurer of Canon Candy Company, believes interest rates are going to rise, so she wants to swap the company's future floating-rate interest payments for fixed-rate ones. At present, her company is paying LIBOR +2% per year on C$5 million of debt for the next 2 years, with payments due semi-annually. LIBOR is currently 4% per year. Martin has just made an interest payment today, so the next payment is due 6 months from today. Martin finds that she can swap her company's current floating-rate payments for fixed payments of 7% per year. (Canon's WACC is 12%, which Martin calculates to be 6% per 6-month period; compounded semi-annually.) a) If LIBOR rises at the rate of 50 basis points (that is, 0.5% ) per 6 -month period, starting tomorrow, how much does Martin save or cost her company by making this swap over the 2-year period? b) If LBOR falis at the rate of 25 basis points (that is, 0.25% ) per 6 -month period, staring tomorrow, how much does Martin save or cost her company by making this swap? Briefly discuss your answers to both parts, namely, under what interest rate scenario a borrower should swap a floating-rate for a fixed one