By Bharat · September 9, 2026
Risk management in trading means deciding, before every entry, how much of your capital you are willing to lose, the price at which the trade idea is proven wrong, and how many shares those two numbers allow you to hold. Risk per trade, the stop loss and position size are what stop an ordinary losing streak from turning into a loss you cannot recover from. It applies whatever method you use to pick trades.
Every trader eventually discovers that the hard part was never finding trades. Two people can take exactly the same set of positions and one ends the year up while the other is down, because the difference was never the entries. It was how much was on each one, and how quickly the losers were let go.
This page is the arithmetic. It is not motivational - it is the small number of calculations that decide whether a method gets the chance to work.
Start with the fact that makes everything else necessary.
| If you lose | You need this gain to recover |
|---|---|
| 10% | 11.1% |
| 25% | 33.3% |
| 50% | 100% |
| 75% | 300% |
The curve is gentle at the start and vertical at the end. This is why the priority of risk management is not maximising gains - it is staying in the shallow part of that curve, where recovery is an ordinary event rather than a miracle.
It is also why a run of small losses is survivable and one large loss often is not. Six 2% losses cost about 11% and are recoverable in a normal month. One 40% loss requires a 67% gain, and nobody plans for that.
Every position needs three numbers decided before you buy. Deciding any of them afterwards means deciding them under pressure, which is when people are worst at it.
The share of your capital you are willing to lose if this position is wrong. Not the amount you invest - the amount you lose.
A common range is 0.5% to 2% of capital per position. On Rs 5,00,000 of capital, 1% is Rs 5,000. That is the amount at risk, not the size of the position, and confusing the two is the most frequent error in this whole subject.
Lower is more forgiving while you are learning. At 1%, a run of ten consecutive losses costs about 10% - unpleasant and entirely survivable. At 5%, the same run costs 40%, and you are in the vertical part of the curve because of an ordinary losing streak.
The price at which the idea is proven wrong.
The stop belongs where the reason for the trade stops being true: below the support zone, below the swing low, below the pattern that triggered the entry. It does not belong at a round percentage that feels comfortable, because the market has no interest in your comfort. Finding those levels is the job covered in support and resistance trading.
Give it room. A stop placed exactly at an obvious level sits in the middle of everyone else's stops, which is precisely the liquidity that gets probed. Size the buffer to the stock's normal daily range rather than to a fixed number.
This is the output, not an input. You do not decide to buy 200 shares. The first two numbers decide how many shares you may hold.
Shares = (Capital × Risk per trade) ÷ (Entry price - Stop price)
A worked example. Capital Rs 5,00,000, risk 1%, so Rs 5,000 at risk. Entry at Rs 480, stop at Rs 455 - a risk of Rs 25 per share. Rs 5,000 ÷ Rs 25 = 200 shares, a position of Rs 96,000.
Now change only the stop. Same capital, same 1%, entry still Rs 480, but the sensible stop is at Rs 430 - Rs 50 per share. Rs 5,000 ÷ Rs 50 = 100 shares, a position of Rs 48,000.
The wider stop bought half the position. That is the mechanism working as intended: a trade that needs more room gets less size, so the loss is the same either way. Someone sizing by habit - "I always buy Rs 1,00,000 worth" - takes double the risk on the second trade without noticing.
Knowing what you can lose is half of it. The other half is what the trade is reasonably worth if it works.
Measure to a real level, the next resistance zone or the prior high, not to a number you would like. Reading those off a chart is covered in how to read stock charts. If the entry is Rs 480, the stop Rs 455 and the nearest meaningful resistance is Rs 530, you are risking Rs 25 to make Rs 50: a ratio of 1:2.
The ratio and the win rate work together, and a table makes the relationship obvious.
| Risk to reward | Win rate needed to break even, before costs |
|---|---|
| 1:0.5 | 66.7% - about two trades in three |
| 1:1 | 50% - half the time |
| 1:2 | 33.3% - a third of the time |
| 1:3 | 25% - roughly a quarter |
This is why "how often am I right?" is the wrong question in isolation. A method that wins 40% of the time at 1:3 is comfortably profitable; one that wins 70% at 1:0.5 clears almost nothing before costs and loses after them. Do not take a trade whose upside to a genuine level is smaller than its downside to a sensible stop, however good the story is.
Sizing each position correctly is not enough if the positions are all the same bet.
Before your next position, write down four lines: capital, risk percentage, stop price, resulting share count. Then check the reward to the nearest real level. If the number of shares is larger than you expected, the stop is too tight. If the reward is smaller than the risk, skip it. Those four lines are the core of a written trading plan, and how to build a trading plan covers what sits around them.
None of this depends on which method you use to pick the trade. It sits underneath both, which is why technical analysis vs fundamental analysis ends in the same place.
That is the whole discipline, and it is boring on purpose. Once the sizing is mechanical, the only thing left to think about is whether the idea was any good - which is where the thinking should have been all along.
It is deciding three numbers before every position: how much of your capital you will lose if the trade is wrong, the stop price that proves it wrong, and the position size that follows from both. The aim is not maximising gains but keeping losses small enough that recovering from them is an ordinary event rather than a miracle.
A common range is 0.5% to 2% of capital per position, and lower is more forgiving while you are learning. At 1%, a run of ten consecutive losses costs about 10%, which is unpleasant but survivable. At 5%, the same ordinary losing streak costs 40% and needs a very large gain just to get back to where you started.
Divide the rupee amount you are willing to lose by the distance between entry and stop. With capital of Rs 5,00,000 and 1% risk, Rs 5,000 is at risk. Entry at Rs 480 and a stop at Rs 455 is Rs 25 per share, so Rs 5,000 divided by Rs 25 gives 200 shares, a position of Rs 96,000.
Place it where the reason for the trade stops being true: below the support zone, below the swing low, or below the pattern that triggered the entry. Avoid a round percentage chosen for comfort, and give the stop room beyond obvious levels, sizing the buffer to the stock's normal daily range. The stop distance then sets the position size.
Because losses and gains are not symmetrical. A 10% loss needs 11.1% to recover, a 50% loss needs 100%, and a 75% loss needs 300%. Six 2% losses cost about 11% and are recoverable, while one 40% loss requires a 67% gain. Keeping each loss small keeps you in the part of the curve where recovery is realistic.
It depends on your win rate, because the two work together. Before costs, a 1:1 trade breaks even if you are right half the time, 1:2 breaks even at a third, and 1:3 at roughly a quarter. A trade whose upside to a genuine level is smaller than its downside to a sensible stop is usually not worth taking.
Yes. Overnight news arrives in Indian equities as an opening gap, so a stop at Rs 455 executes at Rs 440 if the stock opens there. A stock locked in a lower circuit cannot be sold at any price, a real risk in small and mid caps. Both are reasons to keep per-trade risk modest and to prefer liquid stocks.
Cap the sum of what you would lose if every open stop were hit on the same day; somewhere around 5% of capital is a common ceiling. Count exposure by theme rather than by ticker, because four PSU banks at 1% each behave like one 4% risk in a sector-wide move.
Usually not. Adding to a losing position increases your size exactly as the evidence against you increases. It can be legitimate only if it was planned before entry and total risk still stays inside your limit, which is rarely how it happens in practice. Moving the stop down to avoid being wrong is the related, and more expensive, habit.
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