Free Narrow CPR Stock Scanner: Daily Shortlist for Breakout Trades
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A simple way to work backward from your goal amount to a real monthly number โ before you commit a single rupee.
To find out how much to invest every month, take your goal amount, subtract what your present savings will grow to on their own, and spread the remainder across your investment period using compound growth โ not simple division. The calculator below does this instantly: enter your goal, present savings, expected return, and tenure, and it shows the required monthly investment, total amount invested, and interest earned.
Corpus is the total amount of money you are trying to accumulate by a specific date โ for example, โน25 lakh in 5 years for trading capital, a child's education, or a house down payment. A corpus calculator tells you the monthly investment required to reach that number, given your present savings and expected rate of return.
Most traders I speak with have a goal number in their head โ "I want โน20 lakh in the market in 3 years" โ but no real plan for how that number gets built. They start with whatever amount feels comfortable each month and hope it works out by the deadline. It rarely does, because the amount needed depends entirely on how much time compounding gets to work, not on what feels affordable today.
A corpus calculator flips the process. You start with the number you actually need, and it tells you the monthly discipline required to get there. That's the same risk-first thinking I ask traders to apply to a position โ know the number before you commit, not after.
In trading and investing conversations, "corpus" usually shows up in two contexts: the capital you're building to eventually trade with, or a long-term goal sitting outside the market โ retirement, a child's education, a house. Either way, the mechanics are identical. You have a target amount, a time window, an expected rate of return, and possibly some money already set aside. The calculator solves for the one unknown: the monthly investment.
Yahan problem target ki nahi, planning ki hota hai โ the issue usually isn't the goal amount, it's that nobody worked out what reaching it actually requires each month.
Calculation assumes monthly investments made at the end of each month, compounded to match your entered annual return. This is an educational estimate, not a guaranteed outcome โ actual market returns vary.
The calculator isn't doing anything mysterious โ it's solving one compound interest equation in reverse. Here's the logic in plain terms, the way I'd walk a student through it on a whiteboard.
Step 1 โ Grow your present savings on their own. Whatever you've already saved keeps compounding at the expected return for the full tenure, with no further contribution needed from you.
Step 2 โ Find the gap. Subtract that grown-up present savings figure from your total corpus target. Whatever is left has to come from your monthly SIP.
Step 3 โ Reverse-engineer the monthly amount. Using the standard future-value-of-a-series formula, the calculator works out the fixed monthly investment that, compounded at your expected rate across the full tenure, closes that remaining gap exactly.
This is where most spreadsheet shortcuts go wrong โ people divide the goal amount by the number of months and ignore compounding entirely. That number is always too high, because it assumes your money earns nothing while it's invested. The setup looks conservative on paper. The problem is it overstates what you actually need to save.
Say your goal is โน25,00,000 in 5 years, you already have โน2,00,000 set aside, and you're expecting a 12% annual return โ a reasonable long-term equity mutual fund assumption, not a trading return assumption.
Your โน2,00,000 alone grows to roughly โน3.53 lakh over 5 years at 12%, untouched. That leaves a gap of about โน21.47 lakh that your monthly SIP has to close. Spread across 60 months at a 12% compounding rate, that works out to a required monthly investment in the region of โน27,000โ28,000 โ not the โน38,000+ a naive "divide by 60" calculation would tell you to save. Compounding is doing real work in that gap, and it's the reason starting early matters more than most beginners assume.
Enter these exact numbers into the calculator above and you'll see the precise figures rather than the rounded estimate here.
I see the same handful of mistakes repeatedly, whether someone is planning trading capital or a long-term goal.
| Mistake | Why It Hurts the Plan |
|---|---|
| Ignoring present savings entirely | Overstates the required monthly SIP โ existing savings should be doing part of the work through compounding, not sitting idle in the calculation. |
| Using an unrealistic return assumption | A 20%+ assumption makes the monthly number look comfortably low, then falls short when actual returns come in lower. |
| Treating the corpus number as fixed forever | Goals, inflation, and returns change โ the plan needs a review at least once a year, not a one-time calculation. |
| Starting the SIP late and trying to "catch up" | A shorter tenure means less time for compounding, which pushes the required monthly amount up sharply, not proportionally. |
A corpus calculator works out the fixed monthly investment needed to reach a target amount by a chosen date, based on your present savings and an expected rate of return. It's used for goal planning โ trading capital, retirement, education, or a major purchase.
Not directly. If your goal is inflation-sensitive โ like a future expense โ it's worth entering a corpus figure that already reflects the inflated future cost, rather than today's price.
Use a rate that matches where the money will actually sit โ a conservative debt-fund assumption if the money is low-risk, or a long-term equity-linked assumption only if you're genuinely invested for equity-like tenure and volatility.
Compound interest, with monthly compounding and all interest treated as received at the end of each period โ this matches how SIP and recurring investment returns typically accrue.
The calculator will show a required monthly investment close to zero โ your existing savings, left to compound, are already projected to reach the target on their own.
Yes. Many traders use a corpus calculator to plan how much capital to accumulate before increasing position size or moving to a new strategy โ the same input-output logic applies regardless of what the corpus is eventually used for.
Don't start a savings goal by guessing at a monthly number you can live with. Work backward from the corpus you actually need, use a realistic return assumption, and let compounding do the work your present savings are capable of doing on their own. Review the number once a year โ goals, returns, and tenure all shift, and the plan should shift with them.
If you're building trading capital as part of this plan, our CPR Brahmastra Strategy webinar covers the same risk-first thinking applied directly to intraday and options trading. You can also browse our full course and tools store or read student testimonials before you decide where that corpus should go to work.