Two friends, Savvy Sally and Debtie Debbie, decide to make Saturday special and plan a family day twice a month due to busy schedules.
Sally packs a picnic lunch and spends every other Saturday in the park; that night, she deposits $100 in an online mutual fund savings account which pays 8% interest.
Debbie takes her family out to eat every other Saturday and puts the charge of $100 on her credit card. Her credit card interest is 20% based on her credit score rating of Prime.
Based on the first scenario:
Answer the following question utilizing the Future Value of an Annuity calculator: https://www.calculatorsoup.com/calculators/financial/future-value-annuity-calculator.php
If Sallys account compounds monthly, calculate how much Sally will have in her savings account:
In 10 years?
In 20 years
In 30 years?
In 40 years?
Based on the second scenario:
Answer the following question utilizing the Credit Card Interest Calculator: https://www.calculator.net/credit-card-calculator.html?balance=2400&rate=20&minimum=48&payoffoption=0&fixedpaymentamount=35&ctype=1&x=58&y=22#amount
For just one year of spending $100 on dinner every other Saturday, how much would Debbie pay in interest for her credit card balance of $2,400?
How long would it take for Debbie to payoff this debt with a minimum payment of $48 per month?
How would her interest rate change if she had a better credit score rating?
For more information about interest rates, please review this article regarding credit score ratings. https://www.forbes.com/advisor/credit-cards/average-credit-card-interest-rate/
Were you surprised at the results?
What lessons did you learn from these calculations?
What changes may you make in your personal finances based on the knowledge of time value of money principles?
