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Maximum Profit

The theoretical ceiling on what an options strategy can earn at expiry — a number that is fixed at trade entry and determined by structure, not by prediction.

Definition

Maximum profit is the highest possible net gain an options strategy can realise at expiry, under the most favourable outcome for the position. For defined-risk strategies — spreads, condors, butterflies — maximum profit is capped at trade entry by the strikes and premiums chosen. For undefined-risk long strategies like a naked long call or long put, maximum profit is theoretically unlimited (long call) or bounded by the underlying reaching zero (long put). The concept pairs directly with maximum loss to define the full risk-reward envelope visible on a payoff diagram.

Why it matters

Knowing the maximum profit figure before entering a trade is fundamental to disciplined position sizing in Indian F&O markets. Because NSE lot sizes are fixed — Nifty 50 is 75 units, Bank Nifty is 15 units, FinNifty is 40 units — the rupee value of maximum profit scales directly with the number of lots traded. A trader running an iron condor on Nifty knows from entry that the best possible outcome is the net credit received multiplied by lot size and number of lots. This figure, divided by the maximum loss, gives the strategy's reward-to-risk ratio, which should inform how many lots the trader sizes the position to in relation to their total capital. SEBI's margin framework means that even premium-collecting strategies require SPAN plus exposure margin to be blocked upfront, so comparing maximum profit against the margin requirement (effectively the capital at risk) is a more practical sizing benchmark than comparing it against notional value.

Formula

For a debit spread: Max Profit = (Width of spread − Net debit paid) × Lot size × Number of lots

For a credit spread: Max Profit = Net credit received × Lot size × Number of lots

For a long call: Max Profit = Theoretically unlimited (rises as underlying rises above strike)

For a long put: Max Profit = (Strike − 0 − Premium paid) × Lot size, bounded at strike minus premium

Example

Say a trader sells an iron condor on Nifty 50: sell 24,000 PE at ₹60, buy 23,800 PE at ₹30, sell 24,600 CE at ₹55, buy 24,800 CE at ₹25. Net credit = (60 − 30) + (55 − 25) = ₹60 per unit. With a lot size of 75, maximum profit per lot = ₹60 × 75 = ₹4,500. This maximum is achieved only if Nifty closes strictly between 24,000 and 24,600 at expiry — both short options expire worthless and the trader retains the full credit. If the underlying breaches either short strike, the payoff declines and eventually hits the maximum loss if it moves beyond the long strikes. All values above are hypothetical examples only.

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