Four years ago John borrowed $3,000 from Arlette. The principal with interest at 10% compounded semi-annually is to be repaid six years from the date of the loan. Fifteen months ago, John borrowed another $1,500 for 3½ years at 9% compounded quarterly. John is now proposing to settle both debts with two equal payments to be made 2 and 3½ years from now. What should the payments be if money now earns 8% compounded quarterly?
A chartered bank offers a rate of 5.50% on investments of $25,000 to $59,999 and a simple interest rate of 5.75% on investments of $60,000 to $99,999 in 90 to 365-day GICs. How much more will an investor earn from a single $80,000, 180-day GIC than from two $40,000, 180-day GICs?