Calculate the Shaded Area | Circle Inscribed in Semicircle

Welcome to the latest math challenge! In this video, we'll solve an intriguing geometry problem: calculating the shaded red area of difference between a circle inscribed in a semicircle. With a semicircle with a base divided into segments of 8 units and 2 units, I'll break down the problem step-by-step and use geometric principles to find the area of the shaded red regions. 📐 What You'll Learn: How to approach geometric problems involving circles and semicircles. The method to calculate areas using basic geometric formulas. Tips and tricks to simplify complex geometry problems. Don't forget to: Like the video if you found it helpful 👍. Subscribe to our channel for more math tutorials and problem-solving tips. Hit the bell icon 🔔 to get notified whenever we post new content. Have questions or suggestions? Drop them in the comments below. I love hearing from you! Join the Chanel 👉    / @thephantomofthemath   ------------------------------------------------------------------- 📧 Contact Me: ✉️ thephantomofthemath@gmail.com ------------------------------------------------------------------ Happy learning and see you in the video! #Geometry #MathChallenge #ShadedArea #CircleAndSemicircle