Crack Circle Theorems FAST! ⚡ WASSCE Past Question Solved скачать в хорошем качестве

Crack Circle Theorems FAST! ⚡ WASSCE Past Question Solved

Welcome back to FindXYZ! Today we're tackling a classic WASSCE circle geometry problem. It’s one of those questions that looks like a maze at first glance... but once you see the hidden shape, the whole thing falls apart. Honestly, circle theorems can be a headache. I always tell my students to think of the circle like a bicycle wheel or maybe a trotro tire? Actually, a trotro tire might have too many dents to be a perfect circle, but you get the idea! Every spoke coming from the center is the exact same length. That one simple fact that radii form isosceles triangles is the absolute key to solving this. In this video, we'll break down exactly how to find angle XYZ when you're only given one tiny 19° angle to start with. We’ll use the isosceles triangle property, find the angle at the center, and then... well, I won't spoil the whole guided discovery here. You'll just have to watch! Grab your pen, pause the video when I tell you, and let’s work through this together. What you'll discover in this lesson: • How to spot hidden isosceles triangles inside circles. • Calculating the reflex angle at the center (and why it matters). • The "angle at the center is twice the angle at the circumference" theorem in action. • A foolproof step-by-step method for WASSCE past questions. Don't forget to hit like if this video helped the concepts click for you, and subscribe to FindXYZ for more straightforward math breakdowns. Got a question about how we found the 142° or the 218°? Drop it in the comments! I read all of them. #WASSCE #CircleTheorems #FindXYZ #GhanaMath #MathTutorial #GeometryMadeEasy #WASSCEPrep