Simulate your future net worth. Account for annual salary growth, monthly savings rate, and compounding investment returns.
Starting monthly investment: ₹30,000
Annual percentage step-up in monthly SIP additions
Projected Portfolio Value
Total Self Savings
₹1,74,74,307
Compound Earnings
₹4,00,66,089
Wealth Premium
3.3x
Value vs simple savings
Interest Advantage
₹4,00,66,089
Extra cash made by returns
Savings vs Compounded Growth
All slider inputs, expected returns, interest rates, and custom goals are saved in this unique URL. Bookmark this page or share the link with others to show your plan.
A wealth projection estimates how your investable net worth may grow over time when your income, savings rate, and investment returns work together. It is useful when you want to answer practical questions such as: "If I save 30% of my income every month, where could I be in 10, 15, or 25 years?"
Unlike a basic compound interest calculator, this tool connects your wealth plan to your career path. It considers your current income, expected annual salary growth, monthly savings rate, existing investments, expected portfolio return, and investment horizon. The result is an estimate, but it gives you a structured way to test whether your current saving and investing habits are strong enough for your long-term goals.
For Indian investors, this is especially useful for planning retirement, financial independence, a future home purchase, children's education, or simply building a long-term mutual fund and equity portfolio with disciplined monthly contributions.
Simulate your future net worth trajectory in a few steps:
The calculator uses a month-by-month compounding model. That matters because most people invest through monthly SIPs rather than one large annual contribution.
Your salary is assumed to grow by an annual increment percentage, shown here as s. At each year y, annual salary is estimated as:
Salary(y) = Salary(y - 1) x (1 + s / 100)
Your monthly investment is then estimated from salary and savings rate:
Monthly Investment(y) = [Salary(y) / 12] x [Savings Rate / 100]
Because your salary increases annually, your monthly systematic contributions automatically step up each year, creating a powerful step-up compound effect.
At each month, the calculator grows your existing portfolio by the monthly equivalent of your expected annual return and adds the monthly investment. If the annual expected return is R, the monthly rate is:
r = R / 12 / 100
The future value of one year's monthly investments is estimated as:
Future Value of Monthly Investments = Monthly Investment x [((1 + r)^12 - 1) / r] x (1 + r)
The final projection is built by repeating this process for every year in your selected time horizon.
The table below compares simple savings with invested wealth for a professional earning ₹12,00,000 per year, saving 30% of income, increasing income by 8% annually, and earning an assumed 12% annual return. The starting monthly investment is ₹30,000.
| Year Horizon | Projected Monthly Salary | Annual Systematic SIP | Cumulative Simple Savings | Invested Compounded Wealth (12% CAGR) | Net Compound Premium Earned |
|---|---|---|---|---|---|
| Year 0 (Start) | ₹1,00,000 | ₹3,60,000 | ₹0 | ₹0 | ₹0 |
| Year 5 | ₹1,46,932 | ₹5,28,950 | ₹22,08,900 | ₹29,45,000 | ₹7,36,100 |
| Year 10 | ₹2,15,892 | ₹7,77,210 | ₹54,53,000 | ₹92,45,000 | ₹37,92,000 |
| Year 15 | ₹3,17,216 | ₹11,41,980 | ₹1,02,15,000 | ₹2,35,56,000 | ₹1,33,41,000 |
| Year 20 | ₹4,66,095 | ₹16,77,940 | ₹1,72,12,000 | ₹5,28,45,000 | ₹3,56,33,000 |
| Year 25 (Exit) | ₹6,84,847 | ₹24,65,450 | ₹2,74,89,000 | ₹11,12,45,000 | ₹8,37,56,000 |
This example is intentionally simple. Real portfolios do not earn the same return every year. Markets can remain flat or negative for long periods, and taxes, fund expenses, asset allocation, and investor behavior can all change the final outcome. Use the result as a planning range, then test lower-return scenarios before making major life decisions.
Small changes in savings rate, return assumption, and time horizon can create large differences over 15 to 25 years. Focus on the levers you can control.
Simple savings is the total amount you set aside without assuming any investment return. Compounded wealth is the projected value after those savings are invested and returns are reinvested over time.
Annual salary growth increases your ability to invest. If you raise your SIP or monthly investments whenever income rises, your portfolio can grow much faster than it would with a flat contribution. The actual difference depends on your savings rate, investment return, and number of years invested.
The compound premium is the difference between your total invested amount and the projected compounded value. It shows how much of the final wealth comes from investment growth rather than fresh contributions.
Review your projection at least once a year, and also after major changes such as a new job, salary increase, home loan, marriage, childbirth, inheritance, or a shift in investment strategy.
Include property only if it is part of your financial plan and you may sell, rent, or borrow against it. For retirement or financial independence planning, it is usually better to separate self-occupied home value from liquid investments.
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