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TA₹10 Lakh vs ₹50 Daily at 1% Growth | Power of Compounding Explained
If you had two options:
Option 1: Take ₹10,00,000 upfront and invest at 15% annually for 4 years.
Option 2: Take ₹50 daily with 1% daily growth.
What would you choose?
Most people choose ₹10 lakh.
But here’s the twist 👇
₹10 lakh invested at 15% annually becomes approximately ₹17.49 lakh in 4 years.
However, ₹50 growing at 1% daily for 4 years (1460 days) can grow exponentially — demonstrating the true Power of Compounding.
Formula used:
A = P (1 + r)^n
Where:
P = Principal
r = Rate
n = Number of periods
This is how compounding can turn small amounts into massive wealth over time.
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Disclaimer:
This video is for educational purposes only. The example assumes consistent daily compounding, which may not be practical or achievable in real-world investments. Returns in financial markets are not guaranteed. Please consult a financial advisor before making investment decisions.
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