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Mutual Fund SIP Compounding

₹10,000 SIP for 10 Years: Maturity Corpus & Compounding Returns

Investing ₹10,000 per month for 10 years totals ₹12,00,000. At an expected 12% annual return, your estimated maturity corpus reaches ₹23,23,391 with a wealth gain of ₹11,23,391.

Estimated Maturity Corpus
₹23,23,391
@ 12% p.a. expected CAGR
Estimated Wealth Gain
+₹11,23,391
Compound Interest Earned
Total Amount Deposited
₹12,00,000
Over 120 monthly installments
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₹10,000 SIP Return Projections Across Growth Scenarios (10 Years)

Comparison across conservative (10%), moderate (12%), and aggressive (15%) mutual fund CAGR rates.

Live Math Engine
Expected CAGRTotal InvestedWealth GainedEstimated Maturity CorpusGain Multiple
10% p.a.₹12,00,000+₹8,65,520₹20,65,5201.7x
12% p.a.₹12,00,000+₹11,23,391₹23,23,3911.9x
15% p.a.₹12,00,000+₹15,86,573₹27,86,5732.3x

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INVESTMENTSInteractive Tool

SIP Calculator – Estimate Investment Returns

Estimate expected returns on mutual fund SIP investments. Calculate compounding maturity corpus, total wealth gain, and annual step-up growth.

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Interactive Inputs
₹
₹500₹10 Thousand₹2,00,000
Annual Step-Up (%)

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Years
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Expected Future Value (Corpus)
₹23,23,391
Estimated value after 10 years at 12% p.a.
Total Amount Invested₹12,00,000
Estimated Wealth Gain₹11,23,391
Wealth Multiplier1.94x
Effective Gain %94%

Investment vs Estimated Wealth Gain

Maturity Value₹23,23,391
Invested Amount:₹12,00,000 (51.6%)
Estimated Returns:₹11,23,391 (48.4%)
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Year-by-Year Growth Projection

Estimated trajectory of your investment portfolio over the 10-year period.

YearTotal InvestedEstimated GainsFuture Value (Corpus)
Year 1₹1,20,000+₹8,093₹1,28,093
Year 2₹2,40,000+₹32,432₹2,72,432
Year 3₹3,60,000+₹75,076₹4,35,076
Year 4₹4,80,000+₹1,38,348₹6,18,348
Year 5₹6,00,000+₹2,24,864₹8,24,864
Year 6₹7,20,000+₹3,37,570₹10,57,570
Year 7₹8,40,000+₹4,79,790₹13,19,790
Year 8₹9,60,000+₹6,55,266₹16,15,266
Year 9₹10,80,000+₹8,68,215₹19,48,215
Year 10₹12,00,000+₹11,23,391₹23,23,391

How This Calculation Works (Mathematical Formula)

FV = P × [ (1+i)^n - 1 ] / i × (1+i)

Where P is the monthly installment amount, i is the periodic monthly return rate (annual expected rate ÷ 12 ÷ 100), and n is the total number of monthly contributions.

Frequently Asked Questions

A SIP allows you to invest a fixed amount regularly (monthly or quarterly) in mutual fund schemes, benefiting from rupee cost averaging and long-term compounding.

Disclosure: Ankiva One provides free financial calculators and guides. When you apply for products through partner links on our website, we may receive compensation at no extra cost to you. This does not influence our objective calculations.