Investment Calculator

Calculate investment returns, ROI, and CAGR with SIP projections.

Investment Details

Final Value

₹26,33,976

Total Invested

₹13,00,000

Returns

₹13,33,976

ROI

102.6%

CAGR

7.32%

Investment Breakdown

Value

₹26,33,976

Invested (49.4%)
Returns (50.6%)

Year-wise Growth

YearInvestedReturnsValue
Year 1₹2,20,000₹20,776₹2,40,776
Year 2₹3,40,000₹59,405₹3,99,405
Year 3₹4,60,000₹1,18,153₹5,78,153
Year 4₹5,80,000₹1,99,571₹7,79,571
Year 5₹7,00,000₹3,06,533₹10,06,533
Year 6₹8,20,000₹4,42,280₹12,62,280
Year 7₹9,40,000₹6,10,462₹15,50,462
Year 8₹10,60,000₹8,15,193₹18,75,193
Year 9₹11,80,000₹10,61,108₹22,41,108
Year 10₹13,00,000₹13,53,429₹26,53,429

Premium Features

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Portfolio Analysis

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Monte Carlo Simulation

Risk probability analysis

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Investment Calculator: Master Your Returns and Build Wealth Strategically

Successful investing requires understanding not just how much you can earn, but how different strategies, time horizons, and contribution patterns affect your final wealth. Our comprehensive investment calculator helps you model various investment scenarios, comparing lump-sum investing with systematic investment plans (SIP), calculating key metrics like ROI and CAGR, and visualizing your wealth trajectory over time. With support for US Dollars (USD), British Pounds (GBP), Indian Rupees (INR), Australian Dollars (AUD), New Zealand Dollars (NZD), and Canadian Dollars (CAD), investors worldwide can plan in their local currency.

Whether you're planning for retirement, building a college fund, or simply growing your wealth, understanding investment mathematics helps you set realistic expectations and make informed decisions. This calculator goes beyond simple projections to show you the composition of your final portfolio—distinguishing between the money you contributed and the returns your investments generated. For focused interest calculations, explore our Compound Interest Calculator or Interest Calculator.

Understanding Investment Returns: ROI vs CAGR

Return on Investment (ROI) measures your total gain as a percentage of your invested capital. If you invest $10,000 and it grows to $25,000, your ROI is 150%. While intuitive and widely used, ROI has a significant limitation: it doesn't account for time. A 150% return over 3 years is dramatically better than 150% over 20 years, but simple ROI treats them identically. This makes ROI useful for comparing investments of identical duration but misleading when comparing investments over different timeframes.

Compound Annual Growth Rate (CAGR) solves this problem by expressing returns as an equivalent annual rate. It answers the question: "At what steady annual rate would my investment have grown to achieve this result?" For the example above, $10,000 growing to $25,000 over 10 years represents a CAGR of about 9.6%. This metric enables apples-to-apples comparison between investments of any duration, which is why institutional investors and financial analysts prefer CAGR for performance evaluation. Calculate percentage changes with our Percentage Calculator.

Note that CAGR represents a smoothed average, not actual year-by-year returns. Real investments experience volatility—years of 20% gains followed by years of 10% losses, for example. A 10% CAGR means your investment behaved "as if" it grew 10% every year, even if actual returns varied widely. This smoothing is both CAGR's strength (enabling comparison) and limitation (obscuring volatility).

Lump Sum vs SIP: Strategic Investment Approaches

Lump sum investing means putting all your available capital to work immediately. Mathematically, this approach maximizes expected returns because more money spends more time in the market benefiting from compound growth. Historical data shows that lump sum investing outperforms dollar-cost averaging (DCA) about two-thirds of the time—simply because markets trend upward over time, and having more money invested sooner captures more of that growth.

Systematic Investment Plans (SIP) involve investing fixed amounts at regular intervals—typically monthly. While mathematically "inferior" to lump sum in expected value terms, SIP offers significant practical advantages. First, most people don't have large sums available—SIP allows building wealth from regular income. Second, SIP provides psychological comfort by reducing timing anxiety; you're not making one high-stakes decision but many small ones. Third, during volatile or declining markets, SIP automatically buys more shares at lower prices (rupee cost averaging), potentially improving long-term returns.

The optimal approach often combines both strategies. If you receive a lump sum (inheritance, bonus, home sale proceeds), invest it promptly rather than trickling it into the market. Simultaneously, maintain regular SIP contributions from ongoing income. This captures both the mathematical advantage of lump-sum investing and the disciplined wealth-building of regular contributions. For loan-related decisions, use our Loan Calculator or EMI Calculator.

Understanding and Setting Return Expectations

Stock market returns have historically averaged 7-10% annually after inflation, though with significant year-to-year variation. Individual years may see gains of 30%+ or losses of 30%+, but over 20+ year periods, equity markets have consistently delivered positive real returns. This average includes both bull markets and crashes like 2008 and 2020, demonstrating the importance of long-term perspective.

Bond returns typically range from 3-6% annually with much lower volatility. While these returns may seem modest, bonds provide portfolio stability and income, particularly important as you approach retirement or have near-term financial goals. The traditional 60/40 stock/bond portfolio has provided reasonable returns with moderate volatility for generations of investors.

Be skeptical of projected returns exceeding 12-15%. While some investments may deliver exceptional returns, consistently achieving such performance is rare. Projections assuming 20%+ annual returns are almost certainly unrealistic and may indicate either misunderstanding or fraud. Use conservative estimates (6-8% for balanced portfolios, 10-12% for aggressive equity portfolios) when planning essential goals like retirement. For retirement-specific planning, use our Retirement Calculator.

The Power of Time in Investing

Time is an investor's most valuable asset—and unlike money, it cannot be recovered once lost. The difference between starting to invest at 25 versus 35 is not just 10 fewer years of contributions; it's the loss of the most powerful compounding years, when early returns generate their own returns multiple times over. A 25-year-old investing $500 monthly at 10% will have approximately $3.2 million by 65. Starting at 35 yields only $1.1 million—less than half—despite only 10 fewer years of contributing.

This mathematics explains why financial advisors emphasize starting early above almost all other factors. The contribution rate, specific investment choices, and even market timing matter far less than simply ensuring your money has maximum time to compound. Young investors with decades ahead can afford to take higher risks for higher potential returns; even if markets decline significantly, they have time to recover.

Frequently Asked Questions About Investing

What returns can I realistically expect?

This depends on your asset allocation and time horizon. Conservative portfolios (mostly bonds) might expect 4-6% annually. Balanced portfolios (60% stocks/40% bonds) historically return 6-8%. Aggressive portfolios (80%+ stocks) have historically returned 8-12% over long periods, but with significant year-to-year volatility. Always use conservative estimates for essential goals.

Should I invest lump sum or SIP?

If you have a lump sum available, historical data suggests investing it immediately typically outperforms spreading it out. However, if you're psychologically uncomfortable with this concentration, or if you're investing from regular income rather than a windfall, SIP is excellent. The best investment strategy is one you'll actually follow consistently.

How does CAGR differ from average returns?

Simple average returns can be misleading. If an investment gains 100% one year then loses 50% the next, the average return is 25%, but your actual return is 0% (doubling then halving leaves you where you started). CAGR captures this correctly—in this example, CAGR would be 0%, reflecting the actual outcome. Use our Simple Interest Calculator for basic interest comparisons.

How do I account for inflation?

Historical inflation averages 2-3% in developed economies. Subtract expected inflation from your projected return to get "real" returns. A 10% nominal return with 3% inflation gives approximately 7% real return. Alternatively, use real return rates in your projections and interpret results in today's purchasing power. Plan for tax implications with our Tax Calculator.