# What is an equity index future? **FUT-01 · Equity Index Futures · Core** **Lesson question:** How does a single contract create broad exposure? Original fictional examples; educational writing, not live market data, orders or production approval. ## By the end - Explain the mechanism in the lesson question. - Reproduce the worked comparison and recognize its failure case. An equity index future is a standardized contract tied to an index rather than one company. The displayed quote is an index level. The multiplier turns movement in that level into dollars. Institutions can therefore adjust broad exposure without trading every constituent separately. ## Understand the mechanism With a fictional quote of 5,000 and a 50-dollar point multiplier, one contract represents 250,000 notional. One point changes P/L by 50. Long futures gain when their price rises; short futures gain when it falls. Margin supports obligations rather than purchasing the whole notional or capping loss. The major equity-index products discussed here generally use cash settlement, but their exact settlement, expiry and account rules still matter. ## Walk through the process Read symbol, contract month, multiplier, minimum tick and current product calendar. Translate one tick, an ordinary move and a stressed move into cash before considering position size. A continuous analytical chart is not necessarily a tradable contract. Confirm the actual month used for execution and distinguish notional from margin. ## Operational boundary All prices, portfolio values and account balances are fictional. Real contract calendars, broker requirements and available liquidity must be checked for the instrument actually traded. The example's mathematical hedge or payoff is not an execution guarantee. ## A worked example Buy one fictional 50-dollar-per-point contract at 5,000 and close at 5,012. Gross P/L is 12×50=600. A short over the same move loses 600. The chart shows the linear whole-contract result across exits from 4,980 to 5,020. There is no option-like curvature: price-change exposure is linear, though the account's financing and liquidation path can still be complex. ## Calculation popup: Work the example ```text P/L=quantity×multiplier×(exit−entry) ``` Use matching units and the explicitly hypothetical inputs. 1. 1×50×(5,012−5,000)=600. **Result:** Gross P/L +$600. ## Graph: What is an equity index future?—worked comparison **Horizontal:** Exit futures level **Vertical:** Long-contract gross P/L (USD) Fictional data from the written example. The chart organizes the comparison; its shape is not a forecast. Complete numerical data are embedded in `scripts/equity-futures/FUT-01.js` and displayed as an accessible table in the HTML lesson. ## What would invalidate the reading? Reading 5,000 as the cash at risk misses the 250,000 notional. Loss can exceed the original margin deposit, and a stop may slip. ## Check your understanding ### What is P/L on the twelve-point long move? **Answer:** +600 before costs. **Why:** Multiply points by the point value. ### What is the critical failure to avoid? **Answer:** Reading 5,000 as the cash at risk misses the 250,000 notional. Loss can exceed the original margin deposit, and a stop may slip. **Why:** Explain this risk before treating the example as a decision rule. A correct calculation does not guarantee a favorable market outcome. **Critical risk check.** ## Takeaway Return to the question: How does a single contract create broad exposure? State the observed facts, the assumptions and the failure condition separately. ## References and provenance The cited references support definitions and conventions. The teaching prose, tickets and numerical scenarios are original; they are not attributed as historical market observations. - [CME Introduction to Futures](https://www.cmegroup.com/education/courses/introduction-to-futures) - [CME Micro E-mini overview](https://www.cmegroup.com/education/courses/micro-e-mini-futures/micro-e-mini-futures-products-overview)