SIP Calculator India
Calculate mutual fund returns, inflation-adjusted maturity value, and absolute wealth creation. Built for Indian investors.
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Related Reading
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Is 12% return realistic for SIP in India? We ran Sensex and Nifty data over three decades to answer — and found the difference is smaller than the debate suggests.
Read articleEducationWhat is Rupee Cost Averaging? How SIPs Work in India
Rupee-cost averaging is not magic — it's arithmetic. Understanding the exact mechanism shows you when it helps most, and when to add a step-up strategy.
Read articleHow the SIP formula works
M = P × {[(1 + r)ⁿ − 1] ÷ r} × (1 + r)
Inflation-Adjusted Real Value
Real Value = M ÷ (1 + inflation)^years
This tells you what your maturity amount is worth in today's purchasing power. ₹1 crore received in 20 years at 6% inflation buys only what ₹31 lakh buys today. Most calculators skip this. We don't.
Worked example
Inputs: ₹5,000/month · 12% annual return · 20 years · 6% inflation
You build ₹49.9 lakh in nominal terms, but inflation erodes its value. In today's purchasing power it's only ₹15.6 lakh — showing why higher SIP amounts and longer durations compound so powerfully.
SIP vs Lump Sum: Which Investment Strategy Generates More Wealth?
You have ₹5 lakh. Two choices: invest it all today, or invest ₹10,000 monthly for 50 months. Both amounts are identical. But the results? Very different — and which wins depends entirely on what the market does next.
Bull Market (consistent 12% returns)
Lump Sum WinsLump Sum
₹9.2 crore
SIP
₹7.8 crore
Winner
Lump Sum (+₹1.4 crore)
Money invested earlier compounds longer. If you know markets will rise — which you don't — lump sum wins.
Crash then Recovery (market drops 30% in year 1)
SIP WinsLump Sum
₹8.2 crore
SIP
₹8.8 crore
Winner
SIP (+₹0.6 crore)
SIP buys units at lower prices during the crash, creating a better cost basis that pays off on recovery.
Volatile Market (random ups and downs)
SIP Wins 65% of timeLump Sum
Timing-dependent
SIP
Averages entry price
Winner
SIP (in most scenarios)
Real markets are choppy, not linear. SIP removes timing risk — the thing you can't control.
Decision Framework
Choose Lump Sum if
- · You have strong conviction markets are down 30%+
- · You can stomach a 40% further drop without panic-selling
- · Deploying the full amount doesn't affect your emergency fund
Choose SIP if
- · You're not sure about market direction (realistic for most)
- · You want mathematical certainty — no timing luck
- · You invest from monthly income, not a lump sum event
For 95% of people: SIP is the right choice — not because it always wins, but because it removes the risk of catastrophically wrong timing.
How Much SIP Do You Really Need? Calculate by Your Financial Goal
Most people ask: "How much SIP can I afford?" That's backwards. The right question is: "How much SIP do I NEED?" — then figure out if you can afford it.
Work backwards from your goal. If the required SIP isn't affordable, adjust the goal, extend the timeline, or accept a different return expectation — not just pick a comfortable-feeling number.
Retire at 40 with ₹1 Crore
~₹4,500/month
At 10% of a ₹55L salary — very achievable. At 30%? Extend to 20 years (SIP drops to ₹2,200/month).
House Down Payment ₹50 Lakh
~₹3,100/month
Very achievable for ₹40L+ salaried earners. Use a debt-heavy allocation — you can't afford a 30% drawdown 2 years before purchase.
Child Education ₹25 Lakh (inflation-adjusted)
~₹1,100/month
Education is affordable with disciplined SIP. Most parents don't start because they don't calculate. Start before the child is born for maximum compounding.
Financial Independence ₹2 Crore (FIRE)
~₹3,200/month
This is the 4% rule corpus for ₹8,000/month lifestyle. For a higher lifestyle, your FIRE number increases proportionally — use the FIRE calculator.
Notice the pattern: shorter timeline = higher SIP, longer timeline = lower SIP. There is no one-size-fits-all number. The amount is always a function of your specific goal + timeline + expected return.
The SIP Timeline: How Long Until You See Real Returns?
Everyone thinks SIP is "set and forget." It is — but there's a timeline. Miss it, and you'll be disappointed. Hit it, and you'll be amazed. Most people quit in year 2. That is exactly the wrong time to quit.
Invested
₹3.6 lakh
Returns
₹0.3 lakh
Total Corpus
₹3.9 lakh
Your money hasn't been invested long enough to compound meaningfully. Returns look small because they are — yet.
Most people quit here. Wrong decision.
Invested
₹6 lakh
Returns
₹1.1 lakh
Total Corpus
₹7.1 lakh
Earlier investments now compound hard. Each new SIP contributes less; old investments contribute more.
People who stay past year 3 almost always stay forever.
Invested
₹18 lakh
Returns
₹9.8 lakh
Total Corpus
₹27.8 lakh
Compound interest is exponential. Your returns are generating returns. This is where SIP feels magical.
Don't judge SIP by years 1–3. Judge by years 7–15.
Invested
₹30 lakh
Returns
₹23 lakh
Total Corpus
₹53 lakh+
At this stage, your corpus generates more returns per month than your SIP contributes. Automatic wealth building.
This is why FIRE is possible. You work less than your money works.
SIP Returns After Inflation: The Real Growth You Need to Know
Your SIP calculator shows ₹27.8 lakh. But after India's 6% inflation, is it really ₹27.8 lakh? The answer might shock you — and understanding it changes how you plan.
Nominal Result (what calculator shows)
Real Result (after 6% inflation)
Why This Happens
India averages 5–7% inflation annually. Your SIP earns 12% nominal. Real return = approximately 12% − 6% = 6% actual growth. Over 15 years, this gap is enormous.
Formula: Real Value = Maturity ÷ (1 + inflation)^years → ₹27.8L ÷ (1.06)¹⁵ = ₹11.6 lakh
Invest for 20+ years instead of 15
Real value becomes ₹18.6 lakh (finally positive net real gain)
Step-up SIP by 7% annually (matching inflation)
Your real growth becomes 12% instead of 6% — completely changes the outcome
Use FIRE calculator with 3% rule for retirement
Ensures your retirement corpus is inflation-adjusted from the start
Frequently asked questions
Everything you need to know about SIP investing, answered plainly.
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