A SIP calculator helps you estimate the future value of your mutual fund investments based on monthly investment, tenure, and expected returns. It instantly show total investment, returns, and final corpus.
An SIP Investment Calculator uses the following formula for getting the estimated returns:
FV = P × [({(1 + r)^n – 1} / r) × (1 + r)]
Where,
The SIP Calculator is very simple to use. It is a three-step process. You can use it by following the steps mentioned below.
Hence, after entering the details, the SIP calculator will automatically show the invested value, the estimated returns on the investment, and the total investment value.
Let’s understand how to use the SIP calculator by using some real-time examples.
The calculator will instantly shows,
The table below shows how different SIP amounts can grow over time at a fixed return rate.
Monthly SIP | Duration | Expected Return | Future Value |
| ₹5,000 | 10 Years | 12% | ₹11.6 Lakhs |
| ₹10,000 | 15 Years | 12% | ₹50 Lakhs |
| ₹15,000 | 20 Years | 12% | ₹1.5 Crore |
| ₹20,000 | 25 Years | 12% | ₹3.8 Crore |
A SIP calculator is a simple tool that helps you plan your savings by showing how much money you can grow over time. Here's how it helps:
A SIP Calculator is a simple and powerful tool that helps investors plan their mutual fund investments effectively. Here are its key advantages:
Using a SIP Calculator helps you invest with clarity and confidence.
Feature | SIP Calculator | SWP Calculator | FD Calculator |
| What it calculates | Future value of monthly investments | Regular withdrawals from corpus | Maturity value of lump sum |
| Best for | Wealth creation planning | Income planning | Safe return estimation |
| Key inputs | SIP amount, tenure, return | Corpus, withdrawal, tenure | Deposit, tenure, interest |
| Output shown | Invested, returns, total value | Withdrawals, balance | Interest, maturity value |
| Return type | Market-linked (estimated) | Market-linked (estimated) | Fixed returns |
Compounding is the process by which your investment earns returns, and those returns generate additional earnings over time. In a SIP, your regular contributions benefit from compounding as the returns are reinvested, leading to exponential growth.
Example: Investing ₹5,000 monthly at 12% annual return for 10 years doesn’t just grow linearly; it multiplies as both your contributions and accumulated returns earn further returns. This makes SIPs a powerful tool for long-term wealth creation.