Compound Interest Quick Guide
Compound interest is "interest on interest"—your investment grows exponentially, not linearly. Formula: A = P(1 + r/n)^(nt) where A = final amount, P = principal, r = annual rate, n = compounds per year, t = years. Example: ₹1L at 10% annually for 10 years = ₹2.59L (vs simple interest = ₹2L). Time and frequency are your greatest assets.
Compound vs Simple Interest
Simple: ₹10K at 10% = ₹20K (after 10 years)
Compound (annual): ₹10K at 10% = ₹25.9K (after 10 years). Compound wins by ₹5.9K!
Rule of 72 (Quick Check)
Divide 72 by annual rate to find doubling time:
- 6% rate → 72÷6 = 12 years to double
- 10% rate → 72÷10 = 7.2 years to double
Key Strategies
- Start Early: A 20-year-old investing ₹5K/year at 10% until 65 = ₹3.5 crore. Starting at 30 = ₹1.3 crore. Time lost = ₹2.2 crore lost forever.
- Invest Consistently: Monthly ₹500 compounds better than ₹6K once yearly.
- Higher Returns Matter: 7% vs 9% over 30 years on ₹10L = ₹76L vs ₹132L (difference = ₹56L!).
- Reinvest Earnings: Never withdraw dividends/interest—let them compound.
- Minimize Fees: 1% annual fee reduces 30-year wealth by 25-30%.
- Tax-Efficient: Use tax-advantaged accounts (401k, IRA, PPF) for faster compounding.