How to Set Realistic Profit Targets in Indian Markets

Profit Targets: Planned Exits, Not Income Promises

A profit target is a planned exit level. To assess it, compare the distance from entry to target with the distance to the intended stop, then include costs, holding period and observed outcomes. A daily income goal cannot establish which price is reachable, and no universal target ratio ensures profit.

In a fictional comparison, Rs 45 of planned price risk against Rs 140 reward gives about 1:3.1. Rs 100 risk against Rs 30 reward gives 1:0.3. Neither ratio alone establishes a good trade; the outcome frequency and costs matter too.

The share example below is fictional. Pair each target with a stated invalidation and position size, then separate planned amounts from actual executions.

The Risk-Reward Ratio Formula, Step by Step

The formula is simple arithmetic. Risk per share equals entry price minus stop-loss price for a long trade. Reward per share equals target price minus entry price. The risk-reward ratio is reward divided by risk, usually written as 1 to that result. A larger planned reward can be harder to reach; evaluate the ratio alongside actual outcome frequency.

• Risk per share = Entry price minus Stop-loss price.
• Reward per share = Target price minus Entry price.
• Risk-reward ratio = Reward per share divided by Risk per share, expressed as 1 to that number.
• Position size = (Capital you will risk in rupees) divided by (Risk per share). This estimates planned price risk; charges, gaps and slippage remain additional.

Worked Example: Infosys Long Trade with a Defined Stop

For a fictional Infosys trade, assume 100 shares bought at Rs 1,500, an outlay of Rs 1,50,000. Assume chart references at Rs 1,460 and Rs 1,650, a chosen stop at Rs 1,455 and a target at Rs 1,640. These invented levels demonstrate arithmetic; they are not current support, resistance or a recommendation.

Now the maths. Risk per share is Rs 1,500 minus Rs 1,455, which is Rs 45. Reward per share is Rs 1,640 minus Rs 1,500, which is Rs 140. The risk-reward ratio is 140 divided by 45, which is about 1:3.1. On 100 shares, the planned price loss at an execution exactly at the stop is Rs 4,500, and the planned gross profit if the target hits is Rs 14,000. A favourable ratio does not prove that the target is realistic or likely.

Position sizing check: if your account is Rs 3,00,000 and you cap risk at 1.5 percent, you can risk Rs 4,500 on this trade. Risk per share is Rs 45, so Rs 4,500 divided by Rs 45 equals exactly 100 shares. This uses the entire price-risk budget before charges and slippage, so it does not establish an all-in fit. If support had been further away, say a Rs 60 stop, you would have had to buy fewer shares to keep the rupee loss the same, not widen your risk.

The Fictional Share Trade: Costs and Tax Records

Under the NSE STT circular checked 16 Oct 2026, delivery equity-share STT is 0.1% on purchase and sale turnover, subject to the transaction conditions. For the fictional Rs 150,000 purchase and Rs 164,000 sale, combined STT is Rs 314. Brokerage, demat debit and other actual charges may be additional; no universal zero brokerage or net bill is assumed.

A trading gain is not a complete income-tax result. Use actual instruments, dates, classification and supported costs, and ask a qualified adviser to confirm reporting. No flat tax deduction is applied to this example.

How Win Rate and Risk-Reward Work Together

For fixed wins and losses, gross breakeven win rate equals risk / (risk + reward). If risk is one unit, 1:2 gives 1/3 = 33.33%; 1:1 gives 50%; 1:3 gives 25%; and 1:0.5 gives 66.67%. These illustrative fixed-payoff assumptions exclude costs and do not predict actual results.

Costs change the payoff and therefore the breakeven frequency. Tax requires a separate transaction-specific calculation, rather than being treated as one universal charge on each winning trade.

Using Support, Resistance and ATR to Place the Target

Prior resistance and Average True Range, or ATR, can supply context. ATR measures past range variation including gaps; it does not predict direction or a required price move. No universal ATR multiple establishes that a target is reachable within the holding period.

• An order placed inside resistance can still remain unfilled.
• Use ATR as historical context, not a guaranteed future range.
• Define the target and stop consistently before entry.
• Compare the chosen payoff with actual outcome frequency and costs.

Targets for Index Options: A Bank Nifty Example

This example expresses the option target and stop in premium points so that planned price risk uses the same units. Suppose Bank Nifty is at 51,000 and you buy one lot of a monthly 51,000 call at a premium of Rs 300. Use an assumed example quantity of 30 units, so the premium outlay is Rs 300 times 30, which is Rs 9,000 plus costs. You set a stop on the premium at Rs 240, risking Rs 60 per unit, and a target at Rs 420, aiming for Rs 120 per unit. That is a clean 1:2 risk-reward in premium terms. All values are illustrative.

In the fictional monthly-call example, planned stop loss is (300 - 240) x 30 = Rs 1,800. Possible gain at the assumed 420 exit is (420 - 300) x 30 = Rs 3,600. The full Rs 9,000 premium is still at risk plus charges. Current option-sale STT is 0.15% of premium turnover from 1 April 2026; time decay can affect monthly contracts too.

Targets by Trading Style: Intraday, Swing, Positional

Holding period changes what needs evaluating, but there is no universal daily or swing ATR multiple. A target should be an explicit hypothesis that can fail.

Keep the payoff comparison, intended stop, actual quantity and costs in the written plan. A ratio is arithmetic, not proof of a high-quality setup.

Common Mistakes That Make Targets Unrealistic

Targets can become misleading when the stop, quantity or costs are missing. Widening the stop changes planned risk. Neither a favourable ratio nor moving a target after entry proves the trade can earn the desired return.

• Setting a target with no defined stop-loss, leaving the risk-reward ratio not defined.
• Widening the stop after entry, which quietly turns a 1:3 setup into a 1:1 disaster.
• Ignoring trading charges or applying an income-tax classification without checking the actual transaction.
• Treating a round number or past ATR as proof of what price can reach in the holding period.
• Ignoring the chosen budget or treating a planned stop as a guaranteed cap.

A Simple Checklist Before You Set Any Target

A target-setting checklist can keep the planned entry, stop, quantity, costs and supporting evidence together. Comparing the plan with actual exits makes later review possible.

• What price would invalidate the idea?
• What is the planned price risk in the actual instrument?
• What evidence supports the target assumption?
• How does payoff compare with observed outcomes and costs?
• Does quantity fit the chosen budget with room for costs and slippage?
• What could a gap or failed exit change?
• Is the plan written before entry?

The examples use invented prices and chosen risk budgets. Verify actual contract quantities and broker charges independently; a chart target does not supply those facts.

Sources

• Fidelity: Average True Range (checked 16 Oct 2026)
• NSE: STT revision (checked 16 Oct 2026)
• NSE Clearing: STT valuation basis (checked 16 Oct 2026)