NQ vs MNQ Futures: Point Value, Sizing and Execution Examples

Separate a price point from its cash value

A Nasdaq futures chart can move through many displayed points, but the account result depends on the contract multiplier. NQ uses $20 per point and MNQ uses $2. Their outright tick is one quarter of a point, so four ticks make one point. The minimum cash change per contract is consequently $5 for NQ and $0.50 for MNQ.

The CME NQ product page gives the E-mini multiplier and increment, while the Micro E-mini specification table gives MNQ's dimensions. These are contract facts. The market prices, fee figures and budgets used below are hypothetical.

Do not import the S&P contract's dollar values just because both families use quarter-point outright ticks. ES and MES have different multipliers, explained in the ES/MES comparison. A field labeled “points” also needs interpretation before it is copied from another platform or a forex calculator.

Follow an 18.75-point move through the ledger

Assume a long entry at 20,100.00 and an actual exit at 20,118.75. The increase is 18.75 points, equivalent to 75 ticks. The resulting gross amounts are:

Hypothetical completed long trade, before fees and conversion

Position	Calculation	Gross result
1 NQ	18.75 × $20	$375
1 MNQ	18.75 × $2	$37.50
4 MNQ	18.75 × $2 × 4	$150
10 MNQ	18.75 × $2 × 10	$375

For a short position over the same rising prices, each sign reverses. A 100-point adverse move would lose $2,000 on one long NQ or $200 on one long MNQ. These amounts do not include costs, and they do not claim that any particular move is typical or likely.

CME's P&L calculation provides the general linear relationship. The tick route should agree with the point route: 75 ticks × $5 = $375 for one NQ. If the two results differ, check the unit labels before changing a trade-size input.

A sizing example with an explicit no-trade outcome

Suppose a hypothetical plan permits $230 of modeled loss, uses a 35-point exit distance and allows assumed round-trip charges of $2 per MNQ or $5 per NQ. The distance is an input for this exercise, not a recommended stop.

Each MNQ models $70 of price loss plus $2 of charges, totaling $72. Three contracts model $216; four model $288. On those inputs, three is the largest whole-contract count within the stated budget. One NQ models $700 plus $5 and does not fit.

That result remains conditional. An actual protective exit could be worse than the assumed price, and charges can differ. A model with only $60 available would fit neither contract under the same inputs. The useful answer is zero eligible contracts, not a forced increase to one or a conveniently narrower stop.

Margin is a separate account test. A quantity that fits a modeled price-loss budget may still fail the broker's collateral requirement. Conversely, a broker may allow a quantity whose price sensitivity exceeds the chosen planning budget. See futures margin across sessions for that distinction.

Measure exposure in dollars per point

At a hypothetical price of 20,000, one NQ has $400,000 of notional exposure and one MNQ has $40,000. Ten MNQ match the larger amount at that same price. A one-percent movement in the quoted futures price is 200 points, producing a $4,000 gross change per NQ or $400 per MNQ.

This example puts a percentage chart change and a cash result on the same page. It does not imply that the trader deposits the entire notional amount or that notional is a maximum possible loss. CME explains notional value as contract unit times price; collateral and realized results require their own calculations.

Comparing an NQ position with an ES position requires more than matching contract counts. The indices, prices and multipliers differ. Even equal notional exposure does not imply equal future volatility or a reliable hedge. A decision log should identify the market risk being compared rather than labeling both positions simply “one index contract.”

Scaling out changes the remaining sensitivity

Imagine three MNQ entered at 20,100. One is sold at 20,110, realizing $20 before costs. Two remain, with $4 of combined sensitivity per point. If those two exit at 20,105, they contribute another $20, so the complete gross result is $40. The average exit price across all three is 20,106.6667, and the same total follows from that weighted average.

Taking the simple average of 20,110 and 20,105 would give 20,107.50 and overstate the result because twice as much quantity exited at the lower price. Quantity weighting matters even in a short ledger.

One NQ does not allow the same one-third reduction through ordinary whole-contract orders. The trader may choose a different operational structure, but changing instruments during a trade introduces separate orders, prices and checks. Do not treat a sizing comparison as a promise of automatic conversion. The existing partial-exit copying article covers record mismatches that can arise across accounts.

Compare actual costs at the intended quantity

Using the earlier invented fees, one complete NQ trade costs $5 in the model, while ten complete MNQ trades cost $20. The $15 difference exists under that fee schedule even though gross point exposure matches. A broker's actual all-in rates, minimums and pricing plan may produce a different comparison.

Execution cost is separate. An unfavorable two-tick difference on one NQ is $10. The same two ticks on ten MNQ also total $10. But the orders need not experience the same ticks: order size, available quotations and timing can differ. Measure the prices actually obtained instead of awarding either contract a permanent liquidity advantage from a single observation.

If collecting examples, record date, session, contract month, side, requested quantity, filled quantity, reference price, fill prices and charges. Use the same reference convention for both contracts. Execution-quality comparisons become more useful when their inputs can be reconstructed.

Build a contract-month and session check

NQ and MNQ are related contracts, but a corresponding-month comparison is essential. A front-month quote and a later-month position can diverge because they refer to different dates. Check whether a chart uses an actual contract, a continuous series or another market entirely before interpreting the difference.

Keep the full symbol beside each account record. A symbol mapping that preserves only the product family can still point at the wrong month. Around a roll, verify pending orders and protective orders as well as the open position; changing the displayed chart is not evidence that every instruction has moved.

CME's Micro FAQ describes the family relationship and settlement framework. Use current product and broker information for changing requirements, schedules and cutoffs rather than its historical margin examples. The existing session-hours guide explains holiday and time-zone checks without assuming a universal clock time.

Define what a destination account should reproduce

A multi-account plan can target the same dollar-per-point exposure, the same contract count or a separately chosen account risk. Those are different instructions. One NQ mapped to one MNQ reduces the multiplier by ten; one NQ mapped to ten MNQ restores gross point sensitivity but uses ten contracts.

Document the intended rule and expected result before testing. Ask about the exact source and destination platforms, symbol identifiers, months, supported order actions and quantity conversion. A mention on the platforms page does not by itself validate every contract mapping. Reconcile entries, partial exits and final closes where a suitable demo connection is available.

The educational comparison stops at explaining dimensions and consequences. It provides no tested claim that TradeCopier converts NQ to MNQ, nets opposing contracts or reproduces a source account's fills. The futures copying specification checks are the next step for an account-specific workflow.