101.school
CoursesAbout
Search...⌘K
Generate a course with AI...

    Options trading 101

    Receive aemail containing the next unit.
    • Introduction to Options Trading
      • 1.1What is Options Trading?
      • 1.2Types of Options
      • 1.3Importance of Options Trading in Investment Portfolio
    • Pros & Cons of Trading Options
      • 2.1Advantages of Options Trading
      • 2.2Risks Involved in Options Trading
      • 2.3Risk Management Strategies
    • Basic Concepts in Options Trading
      • 3.1Understanding Strike Price
      • 3.2Option Premiums
      • 3.3Maturity Periods
      • 3.4Intrinsic and Time Value
    • Trading Calls and Puts
      • 4.1Basics of Calls
      • 4.2Basics of Puts
      • 4.3Using Call and Put Options: Examples
    • Popular Options Trading Strategies
      • 5.1Bull Spread Strategy
      • 5.2Bear Spread Strategy
      • 5.3Straddle Strategy
      • 5.4Butterfly Strategy
    • Advanced Trading Strategies
      • 6.1Iron Condor Strategy
      • 6.2Collar Strategy
      • 6.3Long Combo Strategy
      • 6.4Protective Put Strategy
    • Navigating Brokerage Platforms
      • 7.1Understanding Trading Platforms
      • 7.2Executing Trades on Major Brokerage Platforms
      • 7.3Brokerage Fees and Understanding Statements
    • A Real-Life Approach to Options Trading
      • 8.1Making Options Trading Plan
      • 8.2Adapting Strategies to Market Conditions
      • 8.3Case Studies and Examples

    Basic Concepts in Options Trading

    Understanding Maturity Periods in Options Trading

    financial derivative conferring the right to to buy or sell a certain thing at a later date at an agreed price

    Financial derivative conferring the right to to buy or sell a certain thing at a later date at an agreed price.

    In the world of options trading, the maturity period plays a crucial role. It refers to the time frame within which the holder of an option can exercise their right to buy or sell the underlying asset at the predetermined strike price. The maturity period ends on the expiration date, after which the option becomes worthless.

    The Role of Maturity Periods in Options Pricing

    The length of the maturity period significantly impacts the pricing of an option. Options with longer maturity periods are generally more expensive than those with shorter maturity periods. This is because the longer the time frame, the greater the chance that the underlying asset's price will move in a favorable direction, thus increasing the option's potential profitability.

    Short-term vs. Long-term Options: Pros and Cons

    Short-term options, also known as weekly or monthly options, have maturity periods ranging from one week to a few months. These options are less expensive and can provide quick returns. However, they also carry a higher risk as the price of the underlying asset has less time to move in the desired direction.

    Long-term options, also known as LEAPS (Long-term Equity Anticipation Securities), have maturity periods that can extend up to three years. These options are more expensive due to the increased time value but offer the advantage of a longer time frame for the underlying asset's price to move favorably. They also provide more time for risk management and strategy adjustments.

    How to Choose the Right Maturity Period

    Choosing the right maturity period depends on your trading strategy and risk tolerance. If you anticipate a short-term move in the underlying asset's price, a short-term option might be suitable. However, if you're looking for long-term investment or hedging strategies, long-term options might be a better choice.

    Remember, options trading involves significant risk and is not suitable for everyone. It's essential to understand all aspects, including the role of maturity periods, before diving into options trading. Always consider your financial situation and investment goals before making any trading decisions.

    Test me
    Practical exercise
    Further reading

    My dude, any questions for me?

    Sign in to chat
    Next up: Intrinsic and Time Value