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Expected move before big events: how to read it

By Stefan Domdey · Published

November is packed with scheduled events: the US midterm elections, a CPI release and one of the most watched earnings reports of the quarter. Before each of them, options get more expensive. The expected move tells you how big a move the market is pricing in, and it is the most useful number to check before you buy an option into an event.

On the calendar
Nov 3
US midterm elections
Nov 10
Consumer price index (CPI) for October, 8:30 a.m. ET
Nov 17
Nvidia quarterly results after the US close
Nov 20
Monthly options expiration (third Friday)
Dates as published by the sources below. This article does not discuss or rate any of these companies or markets.

What the expected move is

The expected move is the range the options market prices in until a given expiry. It comes straight from implied volatility: price × IV × √(days ÷ 365). It is a one standard deviation range: in the model the stock ends inside it in about two of three cases. It says nothing about direction.

A quick shortcut many traders use: the price of the at the money straddle (one call plus one put at the same strike). In the model the straddle is worth about 0.8 times the one standard deviation move, so the straddle slightly understates the range.

Why options get expensive before an event

Before a known event, traders want protection or a leveraged bet, and option sellers want to be paid for the risk of a jump. Implied volatility in the expiries that include the event rises. The calendar itself barely changes, but the price of one big day is packed into a few days of option life.

Our fictional chipmaker Kestrel Semiconductor trades at $150. On a normal week its options trade at 35 % IV. With results due in seven days, the weekly options trade at 70 % IV.

Seven days, stock at $150IVExpected move
Normal week35 %± $7.27 (4.8 %)
Week with results70 %± $14.54 (9.7 %)
At the money straddle70 %$11.59

The market now prices a move twice as large. Whether that is cheap or expensive depends on how the stock usually reacts to results, and on the IV rank: how high IV is compared with its own past year.

What happens after the event: IV crush

Once the news is out, the uncertainty is gone and implied volatility usually drops fast. That is the IV crush. A buyer is hit twice: the option loses its event premium, and one day of time value is gone.

Say you buy the Kestrel $155 call with seven days left for $3.77. Breakeven at expiry is $158.77, a move of +5.8 %. The day after the results, IV is back at 40 %. The chart shows what the call is worth for different stock prices, compared with a world where IV had stayed at 70 %.

-100%-50%0%+50%+100%+150%+200%+250%-67%-11%$150-15%+48%$155+70%+127%$160+179%+222%$165Stock price the day afterIV falls to 40 %IV stays at 70 %
Fictional $155 call bought for $3.77 with seven days left. Value change the day after results, with IV dropping from 70 % to 40 % (red) or staying at 70 % (grey).

What this means in practice

Tip of the week

Before you buy an option into an event, put three numbers next to each other: the expected move to your expiry, the move you need to reach breakeven, and the IV rank. If the move you need is close to or above the expected move and IV rank is high, you are paying a lot for the idea. The free calculator shows the first two in seconds; the link below opens it with the Kestrel example.

Open the example in the calculator →

Frequently asked questions

Is the expected move a forecast?

No. It is what option prices imply under a simple model. Real moves after results are often larger or smaller, and the model ignores jumps and skew.

Why do options lose value after good news?

Because part of their price was the uncertainty before the news. When implied volatility drops, that part disappears, even if the stock moved in the right direction.

Where do I find the implied volatility for my expiry?

In your broker's option chain, for example in Trader Workstation at Interactive Brokers. Use the IV of the expiry you plan to trade, not a 30 day average.

Terms in this article

Sources

TransparencyThis article is general education about how options work. It is not investment advice and not a recommendation to buy or sell any security. All companies, tickers and prices in the examples are fictional; the numbers come from a standard option pricing model (Black Scholes, interest rate 4 %, no dividends). The author develops and sells Options Trader Pro, trades options privately and may hold positions in securities named in the calendar. Real dates come from the sources listed.

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