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Consumer Math 30S Unit 1 – Income & Debt Compound Interest
Compound Interest An investment earns compound interest when the interest from each time period is added to the principal and earns interest in subsequent time periods.  Because the principal grows, the interest earned grows as well. Compounding makes a significant difference in the final amount an investment is worth. Although compounding interest earns you more money when you are investing, compounding interest costs you more when you borrow.  Unit 1 – Income & Debt   Outcome   1-2:  Use simple and compound interest calculations to solve problems
Compound Interest Unit 1 – Income & Debt   Outcome   1-1:  Solve problems involving performance based income
[object Object],[object Object],[object Object],[object Object],r n nt Unit 1 – Income & Debt   Outcome   1-2:  Use simple and compound interest calculations to solve problems
Compound Interest A = P(1 +  ) A total amount, including principal and interest P the amount of principal, loan, or deposit r rate expressed as a decimal n the number of compounding periods per  year t time in   years   What affect will there be on the total amount (A) if . . .    . . . the amount of time is increased?   . . . the number of compounding periods  doubled?   r n nt Unit 1 – Income & Debt   Outcome   1-2:  Use simple and compound interest calculations to solve problems
Example Problem: Monica wants to invest $1000 at 7½%  for 3 years compounded quarterly.  What will be the total value of her investment at the end. Unit 1 – Income & Debt   Outcome   1-2:  Use simple and compound interest calculations to solve problems
[object Object],[object Object],[object Object],[object Object],Unit 1 – Income & Debt   Outcome   1-2:  Use simple and compound interest calculations to solve problems
Example Problem: How long does it take for an investment to double if the rate is 12%? Unit 1 – Income & Debt   Outcome   1-2:  Use simple and compound interest calculations to solve problems
Compound Interest Activity Step 1 Each student roles a die 4  times and records the  numbers rolled. Step 2 Repeat Step 1 three more  times to have a total of 4  trials.  Step 3 Determine the compound  interest formula for each trial  as outlined below. Unit 1 – Income & Debt   Outcome   1-2:  Use simple and compound interest calculations to solve problems
Compound Interest Activity -  continued Step 4 Write down your 4 formulas on the  board. Step 5 Look at all formulas and predict  which one will result in the most  amount of money (A).  Step 6 Determine the total amount A for  your own 4 formulas. Unit 1 – Income & Debt   Outcome   1-2:  Use simple and compound interest calculations to solve problems
Unit 1 – Income & Debt   Outcome   1-2:  Use simple and compound interest calculations to solve problems
Textbook Assignment: Page 38 - 39 Questions 1 - 10 Unit 1 – Income & Debt   Outcome   1-2:  Use simple and compound interest calculations to solve problems
Compound Interest Review Worksheet Questions 1 - 9 Unit 1 – Income & Debt   Outcome   1-2:  Use simple and compound interest calculations to solve problems

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CM30S - 1.22

  • 1. Consumer Math 30S Unit 1 – Income & Debt Compound Interest
  • 2. Compound Interest An investment earns compound interest when the interest from each time period is added to the principal and earns interest in subsequent time periods. Because the principal grows, the interest earned grows as well. Compounding makes a significant difference in the final amount an investment is worth. Although compounding interest earns you more money when you are investing, compounding interest costs you more when you borrow. Unit 1 – Income & Debt Outcome 1-2: Use simple and compound interest calculations to solve problems
  • 3. Compound Interest Unit 1 – Income & Debt Outcome 1-1: Solve problems involving performance based income
  • 4.
  • 5. Compound Interest A = P(1 + ) A total amount, including principal and interest P the amount of principal, loan, or deposit r rate expressed as a decimal n the number of compounding periods per year t time in years   What affect will there be on the total amount (A) if . . .   . . . the amount of time is increased?   . . . the number of compounding periods doubled? r n nt Unit 1 – Income & Debt Outcome 1-2: Use simple and compound interest calculations to solve problems
  • 6. Example Problem: Monica wants to invest $1000 at 7½% for 3 years compounded quarterly. What will be the total value of her investment at the end. Unit 1 – Income & Debt Outcome 1-2: Use simple and compound interest calculations to solve problems
  • 7.
  • 8. Example Problem: How long does it take for an investment to double if the rate is 12%? Unit 1 – Income & Debt Outcome 1-2: Use simple and compound interest calculations to solve problems
  • 9. Compound Interest Activity Step 1 Each student roles a die 4 times and records the numbers rolled. Step 2 Repeat Step 1 three more times to have a total of 4 trials. Step 3 Determine the compound interest formula for each trial as outlined below. Unit 1 – Income & Debt Outcome 1-2: Use simple and compound interest calculations to solve problems
  • 10. Compound Interest Activity - continued Step 4 Write down your 4 formulas on the board. Step 5 Look at all formulas and predict which one will result in the most amount of money (A). Step 6 Determine the total amount A for your own 4 formulas. Unit 1 – Income & Debt Outcome 1-2: Use simple and compound interest calculations to solve problems
  • 11. Unit 1 – Income & Debt Outcome 1-2: Use simple and compound interest calculations to solve problems
  • 12. Textbook Assignment: Page 38 - 39 Questions 1 - 10 Unit 1 – Income & Debt Outcome 1-2: Use simple and compound interest calculations to solve problems
  • 13. Compound Interest Review Worksheet Questions 1 - 9 Unit 1 – Income & Debt Outcome 1-2: Use simple and compound interest calculations to solve problems