Investment Tools & Wealth Calculators

Accurately project returns, interest rates, and compounding schedules to reach your financial goals.

Available Calculators

SIP Calculator
Calculate returns on Systematic Investment Plans
FD Calculator
Calculate Fixed Deposit returns and maturity
PPF Calculator
Calculate Public Provident Fund returns
RD Calculator
Calculate Recurring Deposit returns
SWP Calculator
Calculate Systematic Withdrawal Plan returns
Retirement Planner
Plan your retirement corpus and savings

Guide to Wealth Creation & Compounding

Building a secure financial future requires moving from active income to passive wealth generation. Successful investing depends on consistency, tax efficiency, and understanding how compounding works over time. Our suite of investment planning calculators simplifies complex variables—allowing you to simulate growth, evaluate inflation hedges, and map out retirement plans instantly.

Systematic Investment Plans (SIP)

Investing a lump sum into volatile equity markets carries timing risks. A Systematic Investment Plan (SIP) addresses this by spreading investments regularly. During market corrections, your fixed monthly allocation buys more mutual fund units; during market peaks, it buys fewer. This process is called Rupee Cost Averaging. You can project these returns using our free SIP Calculator.

Government & Secure Savings (PPF & FD)

For capital protection, government-backed instruments are essential. The Public Provident Fund (PPF) is a sovereign savings product offering tax-free interest and maturity under Section 80C. To model returns on PPF, check our PPF Calculator. For flexible durations (7 days to 10 years), use the FD Calculator to lock in guaranteed interest yields.

The Rule of Compounding: Starting Early Matters

Compounding has a significant impact on long-term wealth. When your investment earns interest, that interest begins earning interest as well. In the initial years, growth seems slow, but over 15 to 30 years, the return curve turns exponential. For example, if you invest ₹5,000 monthly at a 12% expected annual return:

  • In 10 Years: Total invested is ₹6 Lakh | Maturity value is ~₹11.6 Lakh
  • In 20 Years: Total invested is ₹12 Lakh | Maturity value is ~₹49.9 Lakh
  • In 30 Years: Total invested is ₹18 Lakh | Maturity value is ~₹1.76 Crore

By extending the investment period by 10 years (from year 20 to 30), your total investment increases by only ₹6 Lakh, but the maturity corpus increases by more than ₹1.2 Crore. This demonstrates the compounding value of time.

Frequently Asked Questions