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Time Value of Money Math

Understand compound interest and its benefits to maximize your savings and investments. Learn the difference between simple interest and compound interest with practical examples and equations. Take charge of your financial future today!

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Time Value of Money Math

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  1. Time Value of Money Math “Take Charge of Your Finances” Advanced Level

  2. Simple Interest vs. Compound Interest Simple Interest Compound Interest • Interest earned on the principal investment • Earning interest on interest Principal is the original amount of money invested or saved

  3. Compound vs. Simple Interest $1,000 invested at 7% interest rate for 5 years Why is Compounding higher? By reinvesting the interest earned, the interest payment keeps growing as interest is compounded on interest Simple Interest = $1,350.00 Compound Interest = $1,403.00

  4. Simple Interest Equation

  5. Simple Interest Practice Sara deposited $600.00 into a savings account one year ago. She has been earning 1.2% in annual simple interest. Complete the following calculations to determine how much Sara’s money is now worth. Step One: .012 1 600.00 7.20 Step Two: 600.00 607.20 7.20

  6. Simple Interest Practice How much is Sara’s investment worth after one year? $607.20

  7. Compound Interest Equation P (1+ r)n = A Amount Investment is Worth Principal (1 + Interest Rate)Time Periods =

  8. Compound Interest Practice Tim’s grandparents have given him $1500.00 to invest while he is in college to begin his retirement fund. He will earn 2.3% interest, compounded annually. What will his investment be worth at the end of four years? What is the equation? $1,500 (1+ .023)4

  9. Compound Interest Practice Step One: .023 1.023 1 Step Two: 4 1.023 1.095 Step Three: 1500 1642.83 1.095

  10. Compound Interest Practice What will Tim’s investment be worth at the end of four years? $1642.50

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