1. Assume the total expense for your current year in college equals $25,000. Approximately how much would your parents have needed to invest 25 years ago in an account paying 4.5% compounded annually to cover this amount?
2. Your Capital Two credit card account charges interest at the rate of 1.85% per month. You would pay an effective annually compounded rate of _______ and an APR of _______.
3. How much money will you have in your bank account in 12 years if you deposit $4,000 today and can get 2% per year in interest?
4. What is the present value of your trust fund if it promises to pay you $44,000 on your 30th birthday (7 years from today) and earns 5% compounded annually?
5. Your broker promises that if you give her $15,000 today she will return $30,000 to you in five years. To the nearest percent, what annual interest rate is being offered?
Part 1:
Current amount (Future Value)= $25,000
Amount required to be invested 25 years ago is the ‘Present Value’ at that time, calculated at $8,318.26
as follows:
Part 2:
Monthly interest rate=1.85%
Effective annually compounded rate=[ (1+1.85%)^12]-1 = (1.0185^12)-1= 1.246041-1 =24.6041%
APR (Nominal) = 1.85%*12= 22.2% (Compounded monthly)
Part 3:
Money in bank account after 12 years is the Future Value, calculated at $5,072.97 as follows:
Part 4:
Present value of $44,000 to be received in 7 years is $ $31,269.98 calculated as follows:
Part 5:
Annual interest rate offered is 14.869835% as follows:
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