Compound Interest - THANGARAJ MATH
Compound Interest
Unit 3b – Lesson 2
There are two types of interest...
1. Simple Interest
Investment with 4% per year interest
Year Interest Amount
0 700
1 28 728
2 28 756
3 28 784
4 28 712
5 28 840
2. Compound Interest
Investment with 4% interest per year,
compounded annually.
Year Interest Amount
0 $700.00
1 $28.00 $728.00
2 $29.12 $757.12
3 $30.28 $787.40
4 $31.50 $818.90
5 $32.76 $851.66
Compound Interest Formula A=P(1+i)n,
P is the principal
A is the accumulated amount or future amount
i is the interest rate per compounding period
n is the number of compounding periods
|Compounding Period |Meaning |Interest Rate, i |Term, n |
|annually | | | |
|semi-annually | | | |
|quarterly | | | |
|monthly | | | |
| | | | |
| | | | |
Let’s Investigate:
12% compounded annually
12% semi-compounded annually
12% compounded quarterly
12% compounded monthly
12% compounded
12% compounded
Example 1: Determine how much money you will have if $1000 is invested for 4 years, at 6% per year, compounded semi-annually.
Example 2: Suppose Leema invests $400 in an account that pays 9%/a compounded monthly. How much money will she have after 4 years?
Example 3: Victoria borrowed $3000 to buy a car. The interest rate on the loan was 18%, compounded monthly. She is expected to repay the loan in full after 5 years.
a) How much must Victoria repay?
b) How much of the amount that Victoria repays will be interest?
Example 4: On her 12th birthday, Fatuma invests $5000 at 8%/a compounded monthly. When Ms. Thangaraj turns 45 she invests $5000 at 8%/a compounded monthly. If both of them leave their investments in the bank until they are 65, how much more money will Fatuma's investment be worth?
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