Find the length of the chord of the larger circle which touches the smaller circle. (Radii: 10 cm and 6 cm)

🧠 Explanation:

The chord of a larger circle (radius 10 cm) touching a smaller circle (radius 6 cm) is 16 cm. Calculate: Chord length = 2√(10² – 6²) = 16. This helps students understand circle geometry in math. It’s useful for geometry or physics classes, aiding in spatial projects. Knowing circle properties enhances analytical skills, ensuring better comprehension for academic work or general knowledge about geometric calculations in real-world scenarios.