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Simple and Compound Interest Video: Simple/ Compound InterestSimple/ Compound Interest Video: A Penny a DayA Penny a Day.

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Presentation on theme: "Simple and Compound Interest Video: Simple/ Compound InterestSimple/ Compound Interest Video: A Penny a DayA Penny a Day."— Presentation transcript:

1 Simple and Compound Interest Video: Simple/ Compound InterestSimple/ Compound Interest Video: A Penny a DayA Penny a Day

2 Interest ●When you deposit money in a bank, you EARN money for it. This money is called interest. ●When you borrow money from a bank, you are expected to pay for doing this. This is also called interest.

3 Principal and Simple Interest ●PRINCIPAL is the original amount of money you deposit or borrow. ●SIMPLE INTEREST is the interest earned only on the principal.

4 Simple Interest Formula I = prt I................. Is the interest earned ($ earned) p.........Is the principal ($ invested or borrowed) r............. Is the interest rate per year t.......................... Is the time in years

5 Solve Simple Interest: Find the Simple Interest: 1) You borrow $300 for 5 years at an annual interest rate of 4%. What is the simple interest you pay in dollars?

6 Step 1) Write the formula…...I=prt Step 2) Substitute numbers for letters in formula (convert % into decimal) p=$300 r=4% (0.04) t = 5 years The interest is $60. So while I borrowed $300, I had to pay the bank $60 for borrowing it. I = prt I = 300x0.04x5 I = $60

7 Compound Interest ●COMPOUND INTEREST is interest paid on the original principal and on the interest. ● THE BALANCE of an account is the principal plus the interest earned.

8 Compound Interest Formula B = p(1 + r) t B.................................. Is the Balance p......Is the principal ($ deposited or borrowed) r............. Is the interest rate per year t.......................... Is the time in years

9 Solve Compound Interest Find the Compound Interest 1)You borrow $5,000 from the bank and you have to pay the principal and interest off at end of 9 years. Compound Interest rate is 3.75% What is your balance after 9 years?

10 Step 1) Write the formula B = p(1 + r) t Step 2) Substitute numbers for letters in formula (convert % into decimal) p=$5000 r=3.75% (0.0375) t=9 B = 5000 (1 + 0.0375) 9

11 Step 3) Use calculator to simplify (power) B = 5000 (1 + 0.0375) 9 =5000 (1.392813439) Step 4) Round to nearest cent B= $6964.07


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