Can you find the green shaded area?

How do you find the area of the shaded region tucked between a right triangle and an inscribed semicircle? 📐 In today's video, we tackle a beautiful geometry puzzle. We're given a right triangle ABC with a semicircle perfectly inscribed along its vertical side. With only a few clues, we'll use the Tangent Theorem, the Two Tangents Theorem, and the Pythagorean Theorem to find the exact area of the green shaded region. What you'll learn in this video: How to apply the Tangent-Secant Theorem. Using the Two Tangents Theorem to find unknown side lengths. A step-by-step walkthrough to calculate the final shaded area (96 - 18pi). Did you manage to solve it before the end? Let me know your method in the comments! 👇