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📘 Welcome to the next lesson in our Circle Properties series for O Level and IGCSE Mathematics. In this video, we discuss an important circle theorem known as the second angle property: the angle in a semicircle is always a right angle. This property is explained clearly using diagrams to help you visualize why the angle formed at the circumference is 90 degrees. We begin by stating and understanding the theorem, then use diagrams to explain the reasoning behind it. After that, we solve several worked examples to show how this property is applied in typical exam-style questions. We also discuss practice questions related to this theorem to strengthen understanding and accuracy. In this lesson you will learn: The statement and meaning of the angle in a semicircle theorem How diagrams help explain why the angle is always a right angle How to apply this property to find unknown angles Step-by-step solutions to example questions How this theorem appears in O Level and IGCSE examinations By the end of this video, you will be able to confidently use the angle in a semicircle property to solve circle geometry questions. What’s coming next: In the upcoming videos, we will continue exploring more angle properties of circles and apply them to textbook and exam-style questions. Subscribe to follow the complete Circle Properties series. Like, comment, and share if this lesson helped you understand circle theorems. I hope you enjoy the lesson and learn something valuable. Feel free to ask your questions in the comments. --- If this lesson helped you: Like the video Comment your questions and opinions Share with your classmates Subscribe and turn on notifications 🔔 Let’s continue mastering circle properties together! You can email for online lessons at: [email protected] Follow us on Facebook and Instagram at: / nawazasim156 / nawazasim156 If you haven't subscribed yet, please subscribe and enable notifications to stay updated. Thanks for watching Mathletics With Sir Nawaz. #OLevelMaths #IGCSE #CircleProperties #CircleTheorems #MathleticsWithSirNawaz #LearnWithSirNawaz