LEAPS Call vs. Short-Dated Call
For the same rise in the stock, why do a 30-day option and a 730-day LEAPS behave so differently?
Risk warning: forex, CFDs, options, futures and crypto assets usually involve leverage or high volatility, and you can lose more than you put in. This lesson only teaches the concepts; all numbers are for illustration and are not investment advice.
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Text version · Options: Next Steps, lesson 3: “LEAPS Call vs. Short-Dated Call”
For the same rise in the stock, why do a 30-day option and a 730-day LEAPS behave so differently?
The same 30 flat days, wildly different outcomes
Option price = intrinsic value + time value. A 30-day at-the-money Call is in its fastest Theta phase and goes to zero if the stock doesn't move; the same Call with 730 days loses only about 2% (illustrative: 30% volatility).
LEAPS = giving your view plenty of time
LEAPS expire more than a year out. They cost more, but lose very little time value each day: even if the stock doesn't rise in the short term, they have plenty of time to wait.
In-the-money LEAPS ≈ owning stock for less
In-the-money LEAPS often have a Delta above 0.7: the stock rises $1 and the option rises about $0.7, yet it takes only a fraction of the stock's price in cash. The catch is that the premium still includes time value, which slowly drains away if the stock doesn't rise over time.
Key takeaways
- LEAPS are long-term options expiring more than a year out. Their time value decays slowly, so they act more like "stock with leverage".
- Short-dated options are cheap and highly leveraged, but if the stock doesn't rise in time they easily go to zero.
- Option price = intrinsic value + time value. Time is what you're paying extra for with LEAPS.
- In-the-money LEAPS often have a Delta above 0.7, letting you roughly mimic owning the stock with less capital, but if the stock goes nowhere for a long time, time value still slowly drains.
Try it yourself
You can do these exercises in this lesson's interactive simulation:
- Switch to “Zoom into the first 60 days” and play: how does the 30-day Call's value plunge in the last few days before expiration?
- Set the underlying's annual growth to +5% (a slow rise) and play: what's the short-dated Call's return on day 30? And the LEAPS?
- Raise the growth to +60%: the short-dated Call's return may be higher. That's the other side of high leverage.
- Set the strike to $80 (in the money) and play again: after the short-dated Call expires, is the LEAPS Delta in the explanation card closer to 1?
Quiz and explanations
- 1. What's the main advantage of a LEAPS call over a 30-day call?
- Answer: It gives the stock more time to rise and decays slowly.LEAPS cost more, but they have plenty of time and decay very little each day.
- 2. If the stock moves sideways in the short term, which option loses value faster?
- Answer: The 30-day call.The short-dated option is right in its fastest-decaying phase.
- 3. The stock sits flat at $100 for 30 days (volatility 30%). What happens to a 30-day at-the-money call (cost about $3.59) and a 730-day at-the-money LEAPS (cost about $20.28)?
- Answer: The 30-day call goes to zero; the LEAPS is worth about $19.81, down only about 2%.The 30-day call has no intrinsic value at expiration: −100%. The LEAPS still has 700 days left and loses only about $0.47 of time value.
Terms in this lesson
- Delta: Roughly how much an option's price changes when the underlying rises $1; near 1 deep in the money, near 0 far out of the money.
- intrinsic value (Intrinsic Value): What you'd get by exercising right now; for a call, max(stock price − strike, 0).
- LEAPS: Long-term options (Long-term Equity AnticiPation Securities), usually with more than a year until expiration.
- strike price (Strike): The price written into an option contract at which you can buy or sell.
- Theta: How much value an option loses with each passing day; the decay speeds up as expiration nears.
- time value (Time Value): The part of an option's price above its intrinsic value, reflecting the chance it gains value before expiry; it melts away over time.
- volatility (Volatility): How wildly the underlying's price swings; the bigger the swings, the more expensive options get.