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Investment Growth Calculator 📈

Analyze your investment with Compound, Simple, and Forex Interest models

Financial Parameters

%
Years

Recurring Contributions

Economic Adjustments

%
%
Final Balance (Nominal)
$100.2K
Real Balance (Inflation Adjusted)
$74.6K
Interest Earned (Pre-Tax)
$35.6K
Total Tax Paid
$5.3K
Total Principal
$70K
Nominal Growth Rate
355.6%

Growth Visualization (Nominal vs. Real)

Year-by-Year Growth Schedule

YearFinal Balance (Nominal)Real Balance (Inflation Adjusted)Year Interest (Gross)Year Tax PaidTotal Interest (Gross)
1$16,808.43$16,318.87$951.10$142.66$951.10
2$24,033.20$22,653.59$1,440.90$216.14$2,392.00
3$31,699.76$29,009.77$1,960.66$294.10$4,352.65
4$39,835.12$35,392.99$2,512.20$376.83$6,864.85
5$48,467.96$41,808.89$3,097.46$464.62$9,962.31
6$57,628.70$48,263.13$3,718.52$557.78$13,680.83
7$67,349.62$54,761.40$4,377.55$656.63$18,058.37
8$77,664.96$61,309.44$5,076.88$761.53$23,135.25
9$88,611.09$67,913.02$5,818.97$872.85$28,954.22
10$100,226.57$74,577.98$6,606.45$990.97$35,560.67

About This Compound Interest Calculator 🧠

This advanced calculator is designed to visualize the power of compounding on your investments. It accurately projects the future value of your savings, factoring in initial principal, annual interest rate, compounding frequency, and regular contributions (SIPs). Understand the impact of time and contribution frequency on your wealth accumulation journey.

Detailed Growth Visualization

See a clear, interactive line chart comparing your Total Contributions (Total Invested) versus the Final Balance. This visually demonstrates how the interest earned accelerates over time, particularly in later years due to compounding.

SIP/Regular Contribution Modeling

Model investments with periodic additions (like SIPs or 401k contributions). You can adjust the Contribution Amount and Frequency (monthly, quarterly, annually) to see its immediate impact on the final corpus.

Compounding Frequency Impact

Test how different compounding intervals (Annual, Semi-Annual, Quarterly, Monthly, Daily) affect your total returns. Higher frequency generally leads to marginally greater gains due to interest being earned on interest sooner.

Year-by-Year Schedule

Access a detailed, collapsible table breakdown showing the Balance, Year Interest, and Total Interest earned for every year of the investment period. This provides transparency on the calculation process.

Contribution Timing Accuracy

The tool lets you select whether your regular contributions are made at the Start of the Period or the End of the Period. This critical detail ensures highly accurate calculations for annuities and investment accounts.

Key Financial Metrics

Get instant results for key metrics: Final Balance, Total Contributions, Total Interest Earned, and the overall Growth Rate. These figures simplify financial planning and goal setting.

What is Compound Interest? (The 8th Wonder of the World)

Compound interest is the interest calculated on the initial principal, which also includes all the accumulated interest from previous periods. Unlike simple interest, where interest is only calculated on the principal, compounding means you earn "interest on interest." This mechanism is famously referred to as "The 8th Wonder of the World" for its ability to exponentially accelerate wealth growth over long periods.

[Image of a diagram showing the difference between simple interest (linear growth) and compound interest (exponential growth)]

Compound Interest Formula

The basic formula for calculating the future value (FV) of an investment with a single initial deposit and compounding is:

FV = P × (1 + r/n)^(n × t)

  • P: Principal (Initial Investment)
  • r: Annual Interest Rate (decimal)
  • n: Number of compounding periods per year
  • t: Time in Years

When you add regular contributions (like a monthly SIP), the calculation becomes more complex, requiring an Annuity Formula applied over each compounding period, which is precisely what this calculator handles.

Why Compound Interest is Crucial for Investing

Compound interest is essential for long-term financial planning, especially for retirement accounts (like 401ks, IRAs, and SIPs). The longer the investment period, the more pronounced the compounding effect becomes. This calculator allows you to see the real impact of starting early and making consistent contributions.

Key Variables Explained

  • Compounding Frequency: The more often interest is compounded (e.g., daily vs. annually), the faster your money grows, as you start earning interest on the latest gains sooner.
  • Investment Period (Years): Time is the most powerful element in compounding. Even a small difference in the number of years can lead to a huge difference in the final balance.
  • Regular Contribution (SIP): Consistent periodic investing smooths out market fluctuations (Dollar-Cost Averaging) and dramatically increases your total invested capital, making the principal base larger for compounding to work on.

Final Thoughts

Use this compound interest calculator to plan for major life goals—from a child's education to a secure retirement. By accurately modeling different scenarios for your initial investment, interest rate, and regular savings, you can set realistic financial targets and monitor your progress towards achieving them.

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