Futures: notional versus margin
Lesson 15 · about 9 min
Futures are the market where beginners most often misunderstand how big their position is, because the number they deposit (margin) is tiny compared with the value they control (notional). The margin is a performance bond, not the price of the contract.
Notional value
notional = index or price level × dollar value per point
| Contract | Level (illustrative) | $ per point | Notional |
|---|---|---|---|
| ES | 5,000 | $50 | $250,000 |
| MES | 5,000 | $5 | $25,000 |
| NQ | 18,000 | $20 | $360,000 |
| MNQ | 18,000 | $2 | $36,000 |
| CL | 78.00 | $1,000 | $78,000 |
| MCL | 78.00 | $100 | $7,800 |
| GC | 2,300 | $100 | $230,000 |
| MGC | 2,300 | $10 | $23,000 |
One ES contract is a quarter of a million dollars of exposure. When the index moves 1%, or 50 points, that contract moves 50 × $50 = $2,500, whether you have $2,500 or $250,000 in the account.
Margin: what you actually deposit
The exchange sets an initial margin to hold a contract overnight, adjusted for volatility. For ES it has been in the low-to-mid five figures in recent years; for MES roughly one-tenth of that. Brokers may add to it.
Separately, many brokers offer a much lower intraday or "day-trade" margin, sometimes $500 or less per ES contract, as long as the position is closed before the session ends.
Now compute the leverage those deposits imply:
| Deposit | Notional (ES at 5,000) | Implied leverage |
|---|---|---|
| Exchange overnight margin, say $15,000 | $250,000 | 16.7× |
| Broker day-trade margin, $500 | $250,000 | 500× |
A $500 day-trade margin is 500× leverage. The broker permits it because they will force-close you long before a $500 loss becomes their problem. It is not a suggestion of how much you should risk.
Key idea: Futures margin is a deposit, not a price. The position is the notional. Size from the stop in points, then check that the margin is comfortably covered; never size from the margin.
The $5,000 account, one contract
Account $5,000, risk 1% = $50. Consider a 10-point stop on the S&P.
| Contract | Loss at 10-point stop | As % of account | Verdict |
|---|---|---|---|
| ES (1 contract) | 10 × $50 = $500 | 10% | Ten times the plan |
| MES (1 contract) | 10 × $5 = $50 | 1% | Exactly the plan |
The trader with a $500 day-trade margin can hold 1 ES with this account. The trader who has done the arithmetic knows that one ES contract is ten times too big and that MES is the right product. Same market, same idea, same stop; one of them survives a normal losing streak and one of them does not.
Extend it. Ten straight 10-point losses:
- 1 MES: 10 × $50 = $500 lost, a 10% drawdown. Recoverable.
- 1 ES: 10 × $500 = $5,000 lost. The account is gone at trade 10, and in practice the broker closed it several trades earlier.
Daily range versus your stop
Another check is the contract's typical daily range in dollars. If the S&P moves about 1% on an average day, that is 50 ES points, or $2,500 per contract. For a $5,000 account, an average day's range in one ES contract is half the account. In MES it is $250, or 5%.
A useful rule: an average day's range in one contract should not exceed something like 5% to 10% of your account. Anything beyond that means an ordinary day can do extraordinary damage.
Margin and the overnight hold
If you hold through the close, the overnight margin applies. With a $5,000 account and an exchange margin of, say, $1,500 per MES, you can hold about three MES overnight before the broker intervenes. That is a permission, not a target; the stop math still decides how many you should hold, and it usually says fewer.
If the account cannot meet overnight margin, the broker liquidates at or near the close, often at a poor price. Know the margin schedule of every contract you trade, and know your broker's cut-off time.
Costs in R
Futures commissions are per contract per side, often around $1 to $3 for micros and $2 to $5 for full-size contracts including exchange fees. On 2 MES with a $40 risk per contract (1R = $80 total):
- Round-trip cost ≈ 2 contracts × 2 sides × $1.50 = $6, or 0.075R.
Fine. On 1 ES scalped for a 2-point target ($100) with a 2-point stop ($100):
- Round-trip cost ≈ $5, or 0.05R, but the tick size (0.25 = $12.50) means slippage of one tick each way is another $25, or 0.25R.
Tight-stop futures scalping pays a large share of every R to costs, which is Module 3's point in another market.
Try it: Pick one contract you might trade. Find its current exchange initial margin and your broker's day-trade margin. Compute the implied leverage for each. Then compute the loss on one contract for an average day's range and express it as a percentage of your account.
Recap
- Notional = price level × $ per point; one ES at 5,000 is $250,000 of exposure.
- Margin is a deposit; a $500 day-trade margin on ES implies 500× leverage.
- Size from the stop in points, then confirm the margin is covered, never the reverse.
- On a $5,000 account a 10-point stop is 1% in MES and 10% in ES; micros exist for this reason.
- An average day's range in one contract should be a small share of the account; know the overnight margin and cut-off.
See it drawn
Original diagrams for the ideas on this page. Illustrative, not real market data.