SIP Calculator

Estimate SIP maturity value, invested amount, and possible returns.

Last updated: May 1, 2026

Enter Details

Monthly investment

₹

Ten Thousand rupees

₹0₹1 Cr

Expected return rate

0%40%

Inflation rate

0%30%

Time period

years

1 year40 years

Estimated SIP Value

₹22,40,359

In future value

Invested amount₹12,00,000

Estimated returns₹10,40,359

Value in today's terms

₹12,51,005

After 6% inflation

Real gain₹51,005

SIP duration120 months

Value split

InvestedReturns

Year-wise SIP Projection

See how your sip may grow each year based on the current inputs.

Growth curve

See how your sip value compounds over time based on the current inputs.

Show real (inflation-adjusted) growthFuture value

Invested amountTotal value

Your investment grows to ₹22,40,359 over 10 years, before adjusting for inflation.

Gyan Insight

In SIP, your early contributions build the base, but most wealth is created in later years through compounding.

Year	Invested	Est. returns	Total value	Yearly Gain
Year 1	₹1,20,000	₹7,665	₹1,27,665	₹7,665
Year 2	₹2,40,000	₹30,650	₹2,70,650	₹22,985
Year 3	₹3,60,000	₹70,793	₹4,30,793	₹40,143
Year 4	₹4,80,000	₹1,30,153	₹6,10,153	₹59,360
Year 5	₹6,00,000	₹2,11,036	₹8,11,036	₹80,883
Year 6	₹7,20,000	₹3,16,025	₹10,36,025	₹1,04,989
Year 7	₹8,40,000	₹4,48,013	₹12,88,013	₹1,31,988
Year 8	₹9,60,000	₹6,10,240	₹15,70,240	₹1,62,227
Year 9	₹10,80,000	₹8,06,334	₹18,86,334	₹1,96,094
Year 10	₹12,00,000	₹10,40,359	₹22,40,359	₹2,34,025

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SIP Gyan

Understand SIP investing, compounding, and disciplined wealth creation.

Learn how SIP returns are calculated, why consistency matters, and how to avoid common investing mistakes.

Basics

SIP Basics

A Systematic Investment Plan (SIP) is one of the most practical ways to build wealth over time. It allows you to invest a fixed amount at regular intervals—typically every month—into mutual funds, without needing to time the market.

The real strength of SIP lies in consistency. By investing regularly, you benefit from rupee cost averaging and the power of compounding, which can significantly improve long-term outcomes compared to irregular investing.

Unlike lumpsum investing, where you invest a large amount at once, SIP (Systematic Investment Plan) allows you to invest a fixed amount regularly over time. If you are comparing both approaches, you can also check our Lumpsum Calculator to understand how a one-time investment grows and decide what suits your financial goals better.

That said, SIP is not a guarantee of returns. Your investments remain market-linked, and returns will fluctuate. What SIP does is remove emotional decision-making and enforce disciplined investing—two factors that matter more than timing the market.

Benefits of SIP Investing

Invest regularly with small amounts – No need for a large upfront investment; you can start with a manageable monthly amount.
Reduces market timing risk – Investments are spread over time, helping you avoid the impact of investing at the wrong time.
Rupee cost averaging – You buy more units when prices are low and fewer when prices are high, improving long-term average cost.
Disciplined and consistent investing – Encourages a habit of regular investing aligned with your income cycle.
Ideal for long-term wealth creation – Works effectively with compounding when continued for multiple years.

Gyan Insight

SIP works best when it becomes a habit. The biggest advantage is not predicting the market, but staying invested through different market phases.

Formula

How SIP is Calculated

SIP maturity value is calculated by estimating how each monthly investment grows over time. Since every SIP instalment is invested at a different point in time, each instalment gets a different period to compound.

SIP Formula

M = P × (((1 + i)^n - 1) / i) × (1 + i)

Here, M is the final maturity value, P is the monthly SIP amount, i is the monthly return rate, and n is the total number of monthly investments.

Step 1: Convert annual return into monthly return

SIP returns are usually entered as an annual percentage, but SIPs are invested monthly. So the annual return is divided by 12 to get the monthly return rate.

Example: If expected annual return is 12%, monthly return rate is 12% ÷ 12 = 1% or 0.01.

Step 2: Calculate the number of instalments

The investment period is converted into months because SIP contributions are made monthly.

Example: 10 years means 10 × 12 = 120 monthly SIP instalments.

Step 3: Apply compounding to every SIP instalment

The first SIP instalment stays invested for the longest time, while the last instalment stays invested for the shortest time. The formula adjusts for this difference and calculates the future value of all instalments together.

Step 4: Get the final maturity value

The result gives the estimated value of your SIP investment at the end of the selected tenure. This includes both your invested amount and the estimated returns earned on it.

Gyan Insight

SIP calculation is not simple interest. It is based on compounded growth, where each monthly investment earns returns for the time it remains invested.

The maturity value shown by a SIP calculator is only an estimate. Mutual fund returns are market-linked and can be higher or lower than the expected return used in the calculation.

Example

Example Calculation

Let us break this down properly. Assume you invest ₹10,000 per month for 10 years at an expected return of 12% per year.

Step 1: Convert annual return into monthly return

The expected return is 12% per year. Since SIP is monthly, divide it by 12.

Monthly return (i) = 12% ÷ 12 = 1% = 0.01

Step 2: Calculate total number of investments

You are investing for 10 years, so convert that into months.

Number of months (n) = 10 × 12 = 120

Step 3: Calculate total invested amount

This is simply your monthly SIP multiplied by the number of months.

Total investment = ₹10,000 × 120 = ₹12,00,000

Step 4: Apply the SIP formula

Now apply the formula to calculate the future value of all SIP instalments combined.

M = 10,000 × (((1 + 0.01)^120 - 1) / 0.01) × (1 + 0.01)

Step 5: Final maturity value

After applying the formula, the estimated maturity value comes to approximately:

₹22.40 lakh

This includes your invested ₹12 lakh and around ₹10.4 lakh as estimated returns.

Final SIP Value

Around ₹22.40 lakh

This example assumes a steady 12% annual return. Actual mutual fund returns can vary.

Tips

Smart Tips

Start with an SIP amount that you can continue comfortably across market conditions. Consistency matters more than starting with a large amount and stopping midway.

As your income grows, increase your SIP contribution periodically. Even a small annual increase can significantly improve your long-term corpus due to compounding.

Review your mutual fund performance periodically, but avoid reacting to short-term market movements. SIP is designed for long-term investing, not short-term gains.

Gyan Alert

Avoid stopping SIPs only because markets are down. Those periods can help you accumulate more units at lower prices.

Gyan Nugget

Increasing your SIP amount by even 5–10% every year can significantly increase the final maturity value without putting sudden pressure on your monthly budget.

Market corrections are a normal part of investing. Continuing your SIP during such phases allows you to accumulate more units at lower prices, which can improve long-term returns.

Common mistakes

Common Mistakes

Many investors misunderstand how SIPs actually work. These mistakes can significantly reduce long-term returns if not avoided early.

Expecting guaranteed or fixed returns

SIP returns are market-linked. Assuming a fixed return (like 12% or higher) as guaranteed can lead to unrealistic expectations and poor decisions.

Stopping SIPs too early

Compounding needs time to show its full effect. Many investors stop within a few years and miss the phase where growth accelerates.

Reacting to short-term market movements

Pausing or stopping SIPs during market declines is a common emotional reaction. In reality, these periods often provide better accumulation opportunities.

Not increasing SIP over time

Keeping the same SIP amount for years ignores income growth. This limits your wealth-building potential significantly over the long term.

Investing without a clear goal

Starting SIPs without defining a financial goal often leads to early withdrawals or inconsistent investing.

Gyan Alert

Most SIP failures are not due to poor funds alone, but due to inconsistency, impatience, and emotional decisions.

Comparison

SIP vs Lumpsum – Which Investment Strategy is Better?

SIP (Systematic Investment Plan) and lumpsum investing are two common ways to invest in mutual funds. While both help build wealth through compounding, they differ in how and when money is invested.

SIP is designed for disciplined, regular investing, whereas lumpsum is suited for investing a large amount at once. Choosing between them depends on your income pattern, market conditions, and comfort with risk.

SIP Investing

SIP allows you to invest a fixed amount regularly. It helps reduce the impact of market volatility by averaging the cost of investment over time and is ideal for salaried individuals.

Lumpsum Investing

Lumpsum investing involves investing a large amount in one go. It can generate strong returns when markets perform well but is more sensitive to timing.

Key Differences

Investment style: SIP is periodic, lumpsum is one-time
Risk: SIP reduces timing risk, lumpsum depends on entry point
Cash flow: SIP suits monthly income, lumpsum needs upfront capital
Volatility: SIP smooths market fluctuations over time

Many investors combine both strategies — investing regularly via SIP while deploying extra funds as lumpsum when opportunities arise.

To understand how a one-time investment grows, try our Lumpsum Calculator and compare it with your SIP returns.

Gyan Insight

SIP focuses on consistency and discipline, while lumpsum depends more on timing and patience. The right choice depends more on your behavior than the market itself.

SIP Gyan FAQs

A Systematic Investment Plan (SIP) is a disciplined way to invest a fixed amount at regular intervals, typically monthly, into mutual funds. It allows you to participate in market growth without needing to time your investments.

This SIP calculator estimates the future value of your investments using your monthly contribution, expected annual return, and investment duration. It applies a compounding-based formula to calculate your total invested amount, estimated returns, and maturity value.

No. SIP returns are not guaranteed. Since mutual funds are market-linked, returns can vary based on market performance. The calculator provides an estimated value based on the return rate you enter, not a fixed outcome.

A reasonable long-term return expectation for equity mutual fund SIPs is typically in the range of 10% to 14% annually. However, actual returns depend on market conditions, fund selection, and investment duration.

Your SIP amount should align with your income, expenses, and financial goals. Start with an amount you can sustain consistently, and increase it gradually as your income grows to improve long-term wealth creation.

SIP is generally better for regular investing as it reduces the need to time the market and helps manage volatility through rupee cost averaging. Lump sum investing can be effective if you have a large amount and invest at favorable market levels, but it requires more timing discipline.

Yes. Most mutual fund platforms allow you to start, pause, modify, or stop your SIP at any time. However, frequent changes can disrupt long-term compounding, so adjustments should be made thoughtfully.

Missing a SIP installment usually does not lead to penalties, but the investment for that period will be skipped. Repeated misses may lead to SIP cancellation depending on the platform or fund house policies.

Yes. During market declines, SIP allows you to buy more units at lower prices. This improves average cost and can enhance long-term returns when markets recover.

SIP works best over the long term, typically 5 years or more for equity mutual funds. Longer durations allow compounding to work effectively and help smooth out market volatility.

Inflation reduces the purchasing power of your future corpus. The inflation-adjusted value shows what your estimated maturity value may be worth in today's money.

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