The diameter of the circle is equal to the side length of the square, which is 10 cm.

Thu, 16 Apr 2026 13:41:28 +0000

Understanding the Relationship Between a Circle and a Square: When the Diameter Equals the Square’s Side Length When exploring geometric shapes, one fascinating relationship emerges: when the diameter of a circle equals the side length of a square—specifically 10 cm—interesting proportions and symmetrical harmony arise. This simple yet powerful geometric principle highlights how circles and squares, though distinct in form, can be related in a precise mathematical way. ### The Relationship Explained Let’s break down what it means:
- Imagine a square with each side measuring 10 cm.
- Now picture a circle placed perfectly inside this square such that the diameter of the circle equals 10 cm, matching the side length of the square.