Free Investment Tool

SIP Maturity Calculator

Calculate the maturity amount of your mutual fund SIP investment. See how your money grows with year-wise breakdown and compounding details.

Maturity Amount
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Total Invested
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Estimated Returns
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SIP Maturity Calculator: How Much Will Your SIP Be Worth?

Our SIP maturity calculator projects the future value of your mutual fund SIP investments. Simply enter your monthly SIP amount, expected return rate, and investment tenure to see the total maturity amount — including your invested capital and the returns earned through compounding.

SIP maturity amount is the total value accumulated at the end of your investment period. It is the most important metric for planning financial goals like retirement, children's education, home purchase, or wealth creation.

SIP Maturity Formula

M = P × [{(1+i)^n - 1} ÷ i] × (1+i)

Where:
M = Maturity Amount
P = Monthly SIP Amount
i = Monthly Rate of Return (annual return ÷ 12 ÷ 100)
n = Total Number of Monthly Installments (years × 12)

SIP Maturity at Different Amounts and Tenures

  • ₹5000/month for 10 years at 12%: Maturity ≈ ₹11,61,000
  • ₹10000/month for 10 years at 12%: Maturity ≈ ₹22,43,000
  • ₹5000/month for 20 years at 12%: Maturity ≈ ₹49,51,000
  • ₹10000/month for 20 years at 12%: Maturity ≈ ₹99,02,000
  • ₹10000/month for 30 years at 12%: Maturity ≈ ₹3,52,00,000

How to Use the SIP Maturity Calculator

  1. Enter Monthly SIP Amount: Input how much you invest each month.
  2. Enter Expected Return: Input 12% for equity, 8% for debt funds.
  3. Enter Tenure: Input the number of years you plan to invest.
  4. View Maturity: See the projected maturity amount with year-wise growth breakdown.

Why Use CalculatorForAll SIP Maturity Calculator?

  • Maturity Focus: Clear display of projected maturity amount.
  • Year-wise Breakdown: See how your investment grows each year.
  • 100% Free: No registration, no hidden charges.
  • Privacy First: All calculations in your browser — no server data transfer.
  • Instant Results: Get accurate SIP maturity projections in real time.
  • Mobile Friendly: Works perfectly on all devices.

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Frequently Asked Questions

What is SIP maturity amount?
SIP maturity amount is the total value of your SIP investment at the end of the investment tenure. It includes the total amount invested plus the returns earned through compounding. For example, a ₹5000 monthly SIP for 10 years at 12% yields a maturity amount of approximately ₹11,61,695, of which ₹6,00,000 is invested and ₹5,61,695 is returns.
How to calculate SIP maturity amount?
SIP maturity is calculated using the formula: M = P × [{(1+i)^n - 1} ÷ i] × (1+i), where M is maturity amount, P is monthly SIP, i is monthly rate of return (annual rate ÷ 12 ÷ 100), and n is total months. Our SIP maturity calculator does this automatically — just enter your SIP amount, expected return, and tenure.
What is the maturity amount for ₹10000 SIP for 20 years?
A ₹10000 monthly SIP for 20 years at 12% expected return: Total invested = ₹24,00,000. Maturity amount ≈ ₹99,02,000 (nearly ₹1 crore). At 15% returns: Maturity ≈ ₹1,50,00,000 (₹1.5 crore). The maturity amount depends heavily on the return rate and tenure.
How much will ₹5000 SIP mature to in 15 years?
A ₹5000 monthly SIP for 15 years at 12%: Total invested = ₹9,00,000. Maturity amount ≈ ₹25,80,000. At 15%: Maturity ≈ ₹34,37,000. The power of compounding is clearly visible — your returns exceed your investment amount over 15 years.
What is the maturity of ₹20000 SIP for 10 years?
A ₹20000 monthly SIP for 10 years at 12%: Total invested = ₹24,00,000. Maturity amount ≈ ₹44,87,000. At 15%: Maturity ≈ ₹55,25,000. A ₹20000 SIP over 10 years provides substantial growth through compounding.
What is the difference between SIP maturity and total returns?
SIP maturity = Total invested + Total returns. For ₹10000 SIP for 10 years at 12%: Maturity = ₹22,43,000. Total invested = ₹12,00,000. Total returns = ₹10,43,000. Returns are the profit earned over and above your investment. Higher tenure and return rates increase the returns component significantly.
How does compounding affect SIP maturity?
Compounding means earning returns on your returns. For ₹5000 SIP at 12%: 10 years → Maturity ₹11.6 lakhs (₹5.6 lakhs returns). 20 years → ₹49.5 lakhs (₹37.5 lakhs returns). 30 years → ₹1.76 crores (₹1.58 crores returns). Returns grow exponentially because each year's returns earn additional returns in subsequent years.
Can I predict exact SIP maturity amount?
No, you cannot predict the exact SIP maturity amount because mutual fund returns are market-linked and not guaranteed. The calculator gives you an estimate based on assumed return rates (e.g., 12% or 15%). Actual returns may be higher or lower depending on market conditions, fund performance, and economic factors.
What is the maturity amount for ₹1000 SIP for 30 years?
A ₹1000 monthly SIP for 30 years at 12%: Total invested = ₹3,60,000. Maturity amount ≈ ₹35,00,000 (₹35 lakhs). At 15%: Maturity ≈ ₹70,00,000 (₹70 lakhs). Even a small SIP amount can grow significantly over 30 years due to the power of compounding.
How to increase SIP maturity amount?
Ways to increase SIP maturity: 1) Increase SIP amount annually (step-up SIP). 2) Choose funds with higher return potential. 3) Extend the investment tenure. 4) Start as early as possible. 5) Stay invested during market downturns. 6) Avoid frequent switching between funds. 7) Choose growth option over dividend. A 10% annual step-up can double your maturity amount.
What is the maturity of ₹15000 SIP for 25 years?
A ₹15000 monthly SIP for 25 years at 12%: Total invested = ₹45,00,000. Maturity amount ≈ ₹2,37,00,000 (₹2.37 crores). At 15%: Maturity ≈ ₹4,44,00,000 (₹4.44 crores). A 25-year SIP with a decent amount can create substantial wealth for retirement.
Is SIP maturity amount guaranteed?
No, SIP maturity amount is not guaranteed because mutual fund returns are market-linked. The calculator provides estimates based on assumed return rates. Equity funds can give 8-18% returns; debt funds give 6-9%. The actual maturity will depend on market performance, fund selection, and economic conditions during the investment period.