The below example describes clearly as to how compound interest helps you build a higher corpus by starting to invest small amount early on in career Vs starting to invest big later on in life.
The formula for Compound Interest is A = P (1+R)^ N where:
A= Amount on maturity
P= Principal amount invested
R= rate of interest in %
N= no of years
Example: Rishi & Rohan invest Rs 20 lakh &10 lakh each. Rishi sells his investments after 10 years & Rohan sells his investments after 20 years. The difference in the value of their investments is a staggering Rs 34 lakhs despite Rishi investing twice as much as Rohan. This is known as the “Power of Compounding”.
Rishi | Rohan | |
---|---|---|
Investment (P) | 20,00,000 | 10,00,000 |
% Returns ® | 12 | 12 |
No of Years (N) | 10 | 20 |
Value of Investment | 62,11,696 | 96,46,293 |
So it’s important to focus on N (no of years) & give a longer time for your money to grow through the power of compounding rather than just focusing on P (investment amount).
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