₹5,000 SIP for 25 Years – Return Projection

What This Calculator Does

This calculator shows you what ₹5,000/month becomes over 25 years. With the lowest practical SIP amount and the longest common investment horizon, this is the ultimate test of compounding power.

How the Calculation Works

₹5,000 is invested monthly for 300 months, compounding at your chosen annual return rate. Over 25 years, compounding generates returns that are 5–6× your total investment. Time becomes your most valuable asset.

Example Calculation

₹5,000/month for 25 years at 12% return: invested = ₹15,00,000. Corpus ≈ ₹94,88,175. At 10%: ₹66,48,475. At 14%: ₹1,36,78,665. At 12%, you're within striking distance of ₹1 crore on just ₹15 lakh invested.

• You're 20–25 years old and want to start investing with a small amount
• You want to see the maximum power of compounding over a long horizon
• You can't afford ₹10,000+ per month but want to build serious wealth
• You're evaluating whether starting small and early beats starting big and late

• Thinking ₹5,000 is too small to matter — it becomes ₹95 lakh in 25 years at 12%
• Not stepping up as income grows — you should naturally increase to ₹10,000+ within a few years
• Stopping during years 1–5 because growth seems slow — the real compounding happens after year 15
• Comparing with fixed deposits — ₹5,000/month in FD for 25 years would yield about ₹30 lakh, not ₹95 lakh

• ₹5,000 is invested monthly for exactly 300 months without breaks
• Returns compound monthly at a constant annual rate
• No taxes, expense ratios, or exit loads are deducted
• The SIP remains at ₹5,000 throughout — no step-up or changes

• 25-year return projections are inherently uncertain — no one can predict markets that far out
• ₹95 lakh in 25 years has roughly ₹22 lakh in today's purchasing power at 6% inflation
• Capital gains tax will reduce the net corpus significantly on a ₹80 lakh gain
• The flat ₹5,000 assumption is unrealistic — you should be stepping up well before year 25