Yes, this is quite true. Normally, the higher the open interest, the more likely we’ll be to trade that option at a narrower spread between bid & ask prices. On the other hand, the lower the open interest, usually there will be a wide spread between bid & ask prices.
However, in many occasions, I found that options with high open interest still have a wide bid-ask spread, i.e. about $0.3 or more.
On the other hand, sometimes options with low open interest might have a narrow bid-ask spread too. When I traded such options, the fillings were also quite fast.
Therefore, to me, open interest is not really the important criteria to decide whether I should trade the option or not. It’s the spread between bid & ask prices that matters more to me.
Generally, the maximum bid & ask spread I’m willing to accept is $0.20 for ITM options, $0.15 for ATM, and $0.10 for OTM options.
So, although the open interest is high, but if the bid-ask spread is too high, I’ll normally pass that trade. On the contrary, even though the open interest is low, but the bid-ask spread is still acceptable, I may still trade that options.
But of course, ideally I like to trade options with high open interest and narrow bid-ask spread.
Why getting a narrow spread between bid & ask prices is important?
Because this can affect your profitability significantly. Also, it’s important to consider how much the stock price is expected to move versus the bid-ask price spread of the options.
For instance:
You expect a stock to increase by $1 within a very short term. If you buy an ATM Call option (delta is 0.5) and the bid-ask spread is $0.4. That means, just to break even, the stock price will need to increase approximately by $0.80 (=$0.4 / 0.5). Should the stock price moves as expected and rises by $1, you’ll only profit about $0.1 [=($1 x 0.5) – 0.4]. If the stock only increases, say, by $0.6, you will still lose money.
On the other hand, if the bid-ask spread is only $0.1, you only need the stock price to move up by about $0.20 (=$0.1 / 0.5) before you can start to profit. If the stock price does rise by $1, you would gain about $0.4 [=($1 x 0.5) – 0.1].
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