Find the Compound Interest is one of the difficult tasks when it comes in exams and consumes your valuable time. Here is a new approach to find out CI in a faster way.
Lets' take a look:
* Find the CI of 5000 compounded annually for 2 years at 7% rate of interest?
Lets' take a look:
* Find the CI of 5000 compounded annually for 2 years at 7% rate of interest?
Ans: Step 1: 7*2
= 14
Step 2: 72 =
0049
14.49%
Now 5000*14.49%=
724.50 This is your answer.
[Note: For the second step for
any number either 4 digit number or 3 digit or 5 digits, the last two digits
must be free from above and since we are taking square of 7% in the second step
as stated so we put point (.) before 2 digits from the last]
Let's take another example:
* Find the CI of 4000 compounded
annually for 3 years at 6% rate of interest?
Ans: Step 1: 6*3
= 18
Step 2: 3*62 = 108
Step
3: 63 =
216
19.1016%
[ since we are taking square of percentage i.e 6% so we put point(.) 4 digits from the last]
[ since we are taking square of percentage i.e 6% so we put point(.) 4 digits from the last]
now 4000*19.1016% =
764.064. This is your answer.
Practice this type of calculation
multiple time to have a good expert hand of CI
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