Why does an option worth $0, if exercised today, still cost $3.80?
An out-of-the-money option has no intrinsic value, so its whole price is time value: what the market pays for the chance of a move before expiry.
An option that would be worth $0 if exercised today can still cost $3.80 because its price has two parts: intrinsic value and time value. Intrinsic value is what exercising right now would be worth. Time value is what the market pays for the chance that the option becomes worth something before it expires. On the SLS put below, the intrinsic value is $0, so the whole $3.80 is time value.
The trade on the tape
As of 2026-10-07, the public options tape showed a cluster of trades in SLS puts.1 The contract was the $10 strike put expiring 2027-01-15. It printed 6 times during the session, for $5,898,844 in total premium. Two of the six prints were flagged as whale-sized.
The prints were mixed in direction. Of the total premium, $3,329,920 was tagged bought to open and $2,568,924 was tagged sold to open. Buyers and sellers were both opening positions in the same contract, so the session total by itself says little about direction.
The reference print in this post was priced at $3.80 per share. A standard equity option covers 100 shares, so one contract at that price cost $380.2 Across all six prints the average was $361.29 per contract, because the prints filled at different prices.
When the trades crossed, SLS stock was around $11.40. A later reading the same day put it near $11.37.3 The rest of this post uses $11.37 as the reference price.
This is someone else's trade from the public tape. Nobody outside knows who placed it or why. A put buyer might be hedging shares, positioning for a drop, or running one leg of a wider strategy. A put seller might be collecting premium on the view that the stock stays above the strike. Either way, the contract is a clean example of time value, because it carries no intrinsic value at all.
The numbers in one table
| Item | Value | How it is computed |
|---|---|---|
| Spot price (reference) | $11.37 | Later SLS reading on 2026-10-07 |
| Strike | $10 | From the contract |
| Strike as a share of spot | 0.8795 | 10 ÷ 11.37 |
| Distance of the strike below spot | 12.0% | 1 − (10 ÷ 11.37) |
| Intrinsic value per share | $0 | The strike is below the stock price |
| Option price per share | $3.80 | From the print |
| Time value per share | $3.80 | 3.80 − 0 |
| Cost per contract | $380 | 3.80 × 100 shares |
| Days to expiry | 100 | Calendar days from 2026-10-07 to 2027-01-15 |
| Implied volatility | 205.9% | From the option data |
| Theta per share per day | $0.019 | From the option data, shown as a decay |
| Theta per contract per day | $1.87 | From the option data, shown as a decay |
| Vega per share | $0.019 | From the option data, per 1 point of implied volatility |
| Delta | −0.25 | From the option data, negative for a put |
Step 1: What a put gives its owner
A put gives its owner the right to sell 100 shares at the strike price until expiration. Here that means the right to sell SLS at $10 a share. With the stock at $11.37, that right is worth nothing if used today. Nobody would sell a share for $10 when the market pays more for it.
That is what intrinsic value measures. For a put, it is the strike minus the stock price when that number is positive, and zero otherwise.4 The strike of $10 sits below the stock price of $11.37, so the intrinsic value is $0. In the language of options, the put is out of the money.
Step 2: How far out of the money it is
Measured against the stock price, the gap is:
The strike sits about 12.0% below the current price. For this put to have any intrinsic value, SLS has to fall more than that, below $10, at some point before the contract expires.
Step 3: Price minus intrinsic value is time value
Every option price splits the same way: price = intrinsic value + time value. Rearranged, in dollars per share:
All of the price is time value. Per 100-share contract, in dollars:
That $380 pays only for the possibility of a move.
An in-the-money option would show part of its price as intrinsic value. This one has none, which is why the question in the title sounds strange at first. The $3.80 buys time and uncertainty, and nothing that exists today.
Step 4: What the $3.80 is paying for
Two inputs do most of the work in time value: how long the option has left, and how much the market expects the stock to move.
Time. The put expires on 2027-01-15, which is 100 calendar days from 2026-10-07. More days leave more room for the stock to cross the strike, so longer-dated options usually carry more time value than shorter-dated ones at the same strike.
Time value is not fixed. Theta measures how much of it the option loses per day if nothing else changes, and that daily loss speeds up as expiry gets closer. On this put, theta was about $0.019 per share per day, about $1.87 per contract.1 Part of the $3.80 pays for those 100 days, and a little of them is used up each day.
Volatility. The option data showed implied volatility of about 205.9%.1 Implied volatility is the size of move the market is pricing in, expressed as a yearly figure. With swings of around 206% a year priced in, a 12.0% drop within 100 days is well inside the range of outcomes the option price allows for, and the put costs more as a result. Vega measures how much the option's price moves for a 1 point change in implied volatility, about $0.019 per share or $1.90 per contract on this put. Implied volatility often drops after a scheduled event, and SLS has earnings on 2026-11-10, before the put expires.1 A drop like that can lower the put's price even if the stock does not move.
The option's delta was about −0.25, negative because it is a put.1 Delta is a model-based measure of how much the option's price moves for a $1 move in the stock, about 25 cents here. Many traders also read it as a loose estimate of the chance the option finishes in the money. Neither reading is a forecast. Gamma measures how fast delta itself changes, and a later post covers it.
Step 5: Time value runs down to zero
Theta is an estimate for today, and it changes as the stock and implied volatility move, so running the daily figure forward across all 100 days would give the wrong picture.
What is certain is the end point. At expiration, time value is zero and the option is worth only its intrinsic value. If SLS finishes above $10 on 2027-01-15, the put expires worth $0, and the full $3.80 per share paid for it is gone. If SLS finishes below $10, the put is worth the strike minus the stock price, and that amount can be smaller or larger than what was paid.
Why this matters when you read flow
A flow feed shows a price next to every trade, and it is tempting to read that price as a measure of how much the trade is "worth." Splitting the price into intrinsic value and time value is a quick check on what was actually bought. A deep in-the-money option is mostly intrinsic value. An out-of-the-money option like this SLS put is all time value, so its price depends on time and volatility, and the stock has to move before any of it turns into intrinsic value.
Our guide on how to read options flow walks through the other fields to check before reading meaning into a print, including the direction tags that made this session mixed.
How to practice this
The quickest way to make time value feel natural is to split real option prices without real money on the line. CaymanBot gives you a $100K paper trading account. Pick any option on the feed, write down its intrinsic value, subtract it from the price, and watch how the time value changes as the days pass.
In the first two Learning Mode stages, each trade on the feed comes with a plain-English sentence you can check against the strike, expiry and premium.
For each out-of-the-money option, compare its price, all of it time value, with the days left and the implied volatility. After a few dozen contracts, a line like "$10 put at $3.80" starts to read as "all time value, about 100 days and a very high implied volatility" almost on sight.
The Free plan shows options data delayed 60 minutes. Premium costs $24.99 a month or $224.99 a year, and it adds real-time options flow for users who complete the OPRA non-professional attestation. New accounts start with a 14-day Premium trial.
Educational only, not investment advice.
Notes
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CaymanBot options flow, SLS 2026-10-07 10:29 ET: the $10 put expiring 2027-01-15, its 6 trades, premium and direction split, whale count, average cost, price, implied volatility, Greeks and the 2026-11-10 earnings date. ↩︎ ↩︎ ↩︎ ↩︎ ↩︎
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CaymanBot options flow, SLS 2026-10-07 10:29 ET: the $3.80 print price, using the standard 100-share multiplier. ↩︎
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CaymanBot options flow, SLS 2026-10-07: average spot across the prints ($11.40) and a later spot reading at 16:47 UTC ($11.37). ↩︎
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For a put, intrinsic value per share = the greater of zero or (strike minus stock price), and time value = option price minus intrinsic value. ↩︎
Options data from OPRA, delayed at least 60 minutes.
Frequently asked questions
What is the time value of an option?
Time value is the part of an option's price above its intrinsic value. It reflects the chance that the option gains intrinsic value before it expires.
Can an option with zero intrinsic value still have a price?
Yes. An out-of-the-money option is worth nothing if exercised today, but it still trades at a price because there is time left for the stock to move past the strike.
How do you calculate the intrinsic value of a put?
For a put, intrinsic value per share is the strike minus the stock price when that number is positive, and zero otherwise. Whatever the option costs beyond that is time value.
What happens to time value at expiration?
It falls to zero. At expiration an option is worth only its intrinsic value, so an out-of-the-money option expires with no value.