What could one investment become?

You invest ₹5,00,000 as a lumpsum, and compounding at 12% per year over 10 years grows that into ₹15,52,924 — a 3.11x multiple, with gains making up 68% of the final value.

Growth accelerates over time: your gains reach a quarter of their eventual total by Year 4, but don't cross the halfway point until Year 7 — the back half of your horizon does most of the work, the defining effect of compounding.

More than 50% of your total wealth is generated in the final third of your horizon (after Year 6) — the longer you stay invested, the more each remaining year contributes.

Investing ₹1,00,000 more upfront grows your future value by ₹3,10,585 — a larger starting principal compounds into a meaningfully larger outcome.

Investing 5 years later — staying invested for only 5 years instead of 10 — would leave you with ₹6,71,753 less, even with the same principal. Time in the market matters as much as the amount.

Your investment horizon is the biggest lever here: 5 more years adds ₹11,83,859, more than the ₹3,10,585 an extra ₹1,00,000 principal would add over your current 10-year horizon.

This projection assumes a constant 12% annual return — real markets are variable year to year. Treat this as a planning estimate, not a guarantee.