Investment Calculator

Calculate investment growth, returns, SIP planning, lump sum investments with compound interest for wealth building goals

Equity: 12-15%, Debt: 6-8%, Hybrid: 9-11%

Investment Growth Analysis

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CAGR: 0.00%
Absolute Return: 0.00%
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Increase SIP amount annually

SIP Investment Analysis

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Lump Sum Growth: ₹0.00
Total Returns: 0.00%

Target Planning Analysis

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Goal Achievability: --
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How to Use the Investment Calculator

Our comprehensive investment calculator provides essential tools for investment planning and wealth building:

📈 Investment Growth Calculator

Calculate compound growth using formula: FV = PV × (1 + r/n)^(nt). Compounding frequency impacts returns: daily compounding gives highest returns. ₹1 lakh at 12% for 10 years: annually = ₹3.11 lakh, monthly = ₹3.30 lakh, daily = ₹3.32 lakh. Choose equity funds for long-term, debt for stability.

💰 SIP Investment Calculator

Calculate SIP returns using PMT formula with step-up feature. Regular investing provides rupee cost averaging benefit. ₹5,000 monthly SIP at 12% for 15 years = ₹25 lakh maturity. 10% annual step-up increases final value to ₹37 lakh. Start early to maximize compounding benefits.

🎯 Target Planning Calculator

Reverse calculate monthly investment needed for financial goals. Formula: PMT = FV / [((1+r)^n - 1) / r]. For ₹1 crore in 20 years at 12%: need ₹10,363 monthly SIP. Mixed strategy with existing savings reduces monthly requirement. Adjust risk tolerance based on time horizon.

Investment Principles: Start early for compounding advantage, diversify across asset classes, review and rebalance annually, stay invested through market cycles. Equity investments historically deliver 12-15% CAGR over 10+ years. Risk and return are directly correlated in investments.

Frequently Asked Questions

How does compound interest work in investments?
Compound interest means earning returns on both principal and previously earned returns. Formula: A = P(1+r/n)^nt. Example: ₹1 lakh at 12% annually for 10 years becomes ₹3.11 lakh. With monthly compounding, it becomes ₹3.30 lakh. Higher compounding frequency increases returns. Start early to maximize compound growth[330][511].
What is a realistic return expectation from investments?
Historical returns: Equity mutual funds 12-15% CAGR, Debt funds 6-8%, PPF 7.1%, FD 5-7%, Index funds 10-12%. Large cap funds are less volatile (8-12%), small cap higher risk-return (15-20%). Don't expect linear returns; markets are cyclical with ups and downs. Use conservative estimates for planning[512][515].
Should I invest lump sum or through SIP?
SIP advantages: Rupee cost averaging, disciplined investing, reduces timing risk, affordable for salaried individuals. Lump sum advantages: Full amount working immediately, better in rising markets, suitable for windfalls. Mixed approach works best: lump sum for existing savings + SIP for regular income. Choose based on cash flow and market conditions[514][517].
How much should I invest monthly for retirement?
Target 25-30x annual expenses for retirement. For ₹50,000 monthly expenses, need ₹1.5-2 crore corpus. Starting at 25: ₹8,000 SIP at 12% for 35 years = ₹1.9 crore. Starting at 35: ₹25,000 SIP needed for same corpus. Rule of thumb: invest 15-20% of income for retirement. Earlier you start, lower the monthly burden[515][520].
What is the power of starting early in investing?
Starting early multiplies wealth due to compounding. Example: ₹5,000 monthly SIP at 12% - Start at 25 (35 years): ₹4.6 crore. Start at 35 (25 years): ₹1.9 crore. 10-year delay reduces corpus by ₹2.7 crore! Even small amounts grow significantly over long periods. Time is more powerful than amount in wealth creation[511][516].