Sutekka Tools

Plan the exit.

Entry + target → exact P&L for stocks, crypto, options, and futures.

INPUTS
Asset class
Direction
$
$
Where you take profit (or the exit you want to test).
$
Round-trip, optional.
TRY ONE
RESULT
Total P&L at target$1,000.00
P&L per share$10.00
Price move$10.00
Return+10.00%
Cost / notional$10,000.00
POSTABLE ARTIFACT

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HOW IT WORKS

P&L is just (target − entry) × size × multiplier, flipped for shorts, minus fees. The only thing that changes across asset classes is the multiplier: 1 for stocks and crypto, 100 for an options contract, and the point value for futures (ES is $50/point, NQ $20, and so on). That's why a 10-point move on one ES contract is $500 while the same move on stock is $10 a share — same math, different multiplier.

How target P&L is calculated

Profit from a target is a three-term product: the price move, the size, and the contract multiplier. The move and size are obvious; the multiplier is where most manual errors live. Stocks and crypto use a multiplier of 1, so the arithmetic is intuitive. Options apply ×100 because a contract controls a hundred shares. Futures use a per-contract point value that differs by product.

Direction flips the sign rather than the formula. A short earns (entry − target) instead of (target − entry), and everything downstream is unchanged. Fees come off the end, which matters more than it looks on high-frequency or small-size trades where commission is a real fraction of the edge.

A worked example

Two ES contracts entered at 5,000 with a target of 5,020. The move is 20 points, ES carries a $50 point value, and size is 2 — so (5,020 − 5,000) × 2 × $50 = $2,000 before fees.

The same 20-point move on a single MES contract, at $5 per point, is $100. Identical chart, identical thesis, twentieth of the outcome. Contract selection, not analysis, drives the difference — which is exactly why the multiplier deserves more attention than it usually gets.

Where this calculator misleads you

The return percentage is measured against notional, not against the margin you actually posted. For futures that distinction is enormous: $2,000 on $250,000 of notional reads as 0.8%, while the same trade against a few thousand dollars of day-margin is a far larger swing in account terms. On leveraged products the dollar figure is the honest one.

For options, the ×100 multiplier is right but the price path is not linear. An options position does not travel from entry to target the way a stock does — time decay and volatility changes move the premium independently of the underlying. Treat an options target as a rough estimate unless you are modelling the greeks separately.

And a target is a hypothesis, not a plan. The calculator will happily price a target you have no realistic prospect of reaching. Sanity-check the distance against recent range or ATR before trusting the number.

Terms on this page

Multiplier
Contract-to-underlying ratio. 1 for stocks and crypto, 100 for equity options, product-specific for futures.
Point value
Dollars earned per one-point move in a futures contract. ES is $50, NQ is $20, MES is $5.
Notional
Full market value controlled by the position — price × size × multiplier. The denominator behind the return percentage.
Margin
Capital the broker requires to hold the position. Much smaller than notional on futures, which is what creates the leverage.

FAQ

Does this work for options and futures?

Yes. Options apply a ×100 contract multiplier; futures use the contract point value (ES = $50/point, NQ = $20/point, and so on). Pick the instrument or enter a custom point value.

How is P&L calculated?

P&L = (target − entry) × size × multiplier, flipped for shorts, minus fees. Stocks and crypto use a multiplier of 1; options use 100; futures use the point value.

Is the return percentage measured on margin?

No — return is measured against cost / notional (entry × size × multiplier), not margin. Futures are highly leveraged, so the dollar P&L is the number that matters, not the percentage.
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