Traddio Logo
Back to Calculators
Investment Calculator

Lumpsum Calculator

Calculate returns on your one-time investment with compound interest

Investment Parameters

₹1.00L
₹1.0KLogarithmic Scale₹10.00Cr

💡 Tip: Click value to edit directly. Supports shorthand (5L, 2.5Cr) or exact numbers (725000)

12%
1%30%
10 Years
1 Years50 Years

Future Value

₹3.30 L

Total Investment

₹1.00 L

Wealth Gained

₹2.30 L
Principal Amount
Compound Interest
30%70%
Investment TypeLumpsum
Return Rate12% per annum
Investment Period10 years
Growth Multiple3.30x

Year-wise Growth Projection

Principal
Growth
₹1.13 L
+12.7%
₹1.00 L
Year 1
₹1.27 L
+27.0%
₹1.00 L
Year 2
₹1.43 L
+43.1%
+₹43 K
₹1.00 L
Year 3
₹1.61 L
+61.2%
+₹61 K
₹1.00 L
Year 4
₹1.82 L
+81.7%
+₹82 K
₹1.00 L
Year 5
₹2.05 L
+104.7%
+₹1.05 L
₹1.00 L
Year 6
₹2.31 L
+130.7%
+₹1.31 L
₹1.00 L
Year 7
₹2.60 L
+159.9%
+₹1.60 L
₹1.00 L
Year 8
₹2.93 L
+192.9%
+₹1.93 L
₹1.00 L
Year 9
₹3.30 L
+230.0%
+₹2.30 L
₹1.00 L
Year 10

What is Lumpsum Investment?

A lumpsum investment means investing your entire available amount at once, rather than in installments.

  • Suitable when you have a large sum available
  • Potential for higher returns in bull markets
  • Benefits from compound interest over long term
  • Requires market timing consideration

Lumpsum Investment Formula

A = P(1 + r/n)^(nt)
  • A = Final amount
  • P = Principal investment
  • r = Annual interest rate
  • n = Compounding frequency
  • t = Time in years

Frequently Asked Questions

When should I choose lumpsum over SIP?

Choose lumpsum when you have a large amount available, believe markets are at attractive levels, or want to maximize returns in bullish market conditions. SIP is better for regular income earners who want to invest monthly.

How accurate are these calculations?

Our calculator uses the standard compound interest formula used by financial institutions. However, actual returns may vary due to market volatility, fund management fees, and taxes.

What's the best investment duration for lumpsum?

Lumpsum investments work best with longer time horizons (5+ years) to ride out market volatility and benefit from compound growth. The power of compounding increases significantly over longer periods.