SIP vs Mutual Fund Lump Sum Calculator
Compare monthly SIP contributions versus one-time lump-sum investment at identical return rates.
SIP vs Mutual Fund Lump Sum Calculator
Compare monthly SIP contributions against a one-time Lump Sum investment over identical tenure and expected return.
⚙️Capital & Return Inputs
Lump Sum compounds 100% of capital from Day 1 in steadily rising markets.
Educational Purpose Disclaimer
This calculator is provided for informational and educational estimation purposes only. All calculations and projections are based on standard mathematical formulas and assumed inputs. The output values should not be considered professional financial, legal, tax, or medical advice. ProCalc is not a registered financial advisor or licensed practitioner. Always consult a qualified professional (such as a Chartered Accountant, certified planner, or physician) before making major decisions.
What is the SIP vs Mutual Fund Lump Sum Calculator?
The SIP vs Lump Sum Calculator resolves the classic investor dilemma: Should you invest a lump sum all at once or spread it out via monthly SIPs?
Lump-sum investing benefits from immediate 100% compounding time in the market, while SIPs benefit from rupee-cost averaging during market drawdowns.
How Does the SIP vs Mutual Fund Lump Sum Calculator Work?
1. Enter Lump Sum Capital & Monthly SIP — E.g., ₹1,20,000 lump sum vs ₹10,000/mo SIP (same annual capital).
2. Set Expected CAGR % & Tenure — Select investment horizon (1 to 25 years).
3. Compare Final Corpus & Volatility Impact — See which strategy wins under rising, flat, or falling markets.
Formula & Calculation Method
$$\text{Lump Sum FV} = P \times (1 + r)^t$$
$$\text{SIP FV} = P_{\text{monthly}} \times \left( \frac{(1 + r/12)^{12t} - 1}{r/12} \right) \times (1 + r/12)$$
Example Calculation
Example: ₹1,20,000 One-time vs ₹10,000/mo SIP for 10 Years @ 12% CAGR
- Lump Sum Maturity: ₹3,72,700
- SIP Maturity: ₹2,32,300 (Total invested gradually over time)
- In a steadily rising market, lump sum wins because 100% of money compounds from Day 1!
Frequently Asked Questions
$$\text{Lump Sum FV} = P \times (1 + r)^t$$ $$\text{SIP FV} = P_{\text{monthly}} \times \left( \frac{(1 + r/12)^{12t} - 1}{r/12} \right) \times (1 + r/12)$$
Disclaimer: This financial calculator is provided for educational and estimation purposes only. ProCalc is not a registered financial advisor or SEBI entity. Rates and tax rules may vary.