A circle is inscribed in a square with side length 14 cm. What is the area of the region between the circle and the square?

Sun, 03 May 2026 14:41:50 +0000

**Why Every US Homeowner and Small Business Owner Is Noticing This Mathematically Simple Design** Curious how a circle fitting perfectly inside a square with a 14 cm side can reveal surprising space insights? This classic geometric relationship—where the circle touches all four sides of the square—has quietly become a trending topic across mobile devices, especially in land optimization, interior design, and architectural planning. With growing interest in efficient space use across the United States, understanding how to calculate the area between shapes like this one offers practical value beyond abstract math. A circle is inscribed in a square when its diameter matches the square’s edge length—here, 14 cm—meaning the circle’s radius is half that: 7 cm. The square’s total area is 14³×14 = 2,744 cm², while the circle covers π×(7²) ≈ 153.94 cm². Subtracting gives roughly 2,590.06 cm² of empty space—space that’s often overlooked but critical for planners, decorators, and educators. **Why This Inscribed Circle Comparison Is Gaining Momentum in the US**