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SIP & Mutual Fund Calculator

Plan your financial future with our advanced suite of investment calculators. Support for goal planning, step-up SIPs, and inflation adjustment.

Conservative (8%)Moderate (12%)Aggressive (15%)
Advanced Features

Total Value

₹11,61,695
Invested Amount₹6,00,000
Estimated Returns₹5,61,695
Wealth Gain+93.62%

Investment Split

Total₹11,61,695
Invested (51.6%)
Returns (48.4%)

Year-wise Growth

YearTotal InvestedTotal ValueWealth Gain
Year 1₹60,000₹64,047₹4,047
Year 2₹1,20,000₹1,36,216₹16,216
Year 3₹1,80,000₹2,17,538₹37,538
Year 4₹2,40,000₹3,09,174₹69,174
Year 5₹3,00,000₹4,12,432₹1,12,432
Year 6₹3,60,000₹5,28,785₹1,68,785
Year 7₹4,20,000₹6,59,895₹2,39,895
Year 8₹4,80,000₹8,07,633₹3,27,633
Year 9₹5,40,000₹9,74,108₹4,34,108
Year 10₹6,00,000₹11,61,695₹5,61,695

FIRE Insights (Financial Independence)

With a final corpus of ₹11,61,695, assuming a safe withdrawal rate of 4%, you could have a monthly passive income of approx ₹3,872 in retirement.

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How to use SIP Return Calculator

1

Enter your Monthly Investment Amount (e.g., ₹5,000).

2

Enter the Expected Annual Return rate (historically 10-15% for Equity Mutual Funds).

3

Select the Investment Duration in years.

4

See the magic of compounding: view your total invested amount versus your estimated final wealth.

Why use our SIP Return Calculator?

Compounding Visualizer

Graphically demonstrates how returns on your returns (compounding) dramatically accelerate your wealth accumulation in the later years.

Inflation Adjustment

Helps you understand real returns by comparing your future maturity value against expected inflation rates.

100% Secure & Private

All processing happens in your browser. Your files are never uploaded to our servers, guaranteeing absolute privacy and security.

Lightning Fast

Because everything runs locally on your device, processing is instant. No waiting in queues or dealing with slow uploads.

Frequently Asked Questions

How is SIP return calculated?

SIP returns use the Future Value of an Annuity formula: M = P × ({[1 + i]^n - 1} / i) × (1 + i). Where M is maturity amount, P is monthly investment, n is number of months, and i is the monthly interest rate.

Is 12% a realistic expectation for Mutual Funds?

Historically, large-cap global equity mutual funds and index funds have delivered annualized CAGR returns of 8-12% over long periods. However, market returns are never guaranteed.