Скачать или смотреть Staircase Paradox Explained | Why 7 ≠ 5 in Geometry

In this video, we explore the fascinating Staircase Paradox, a mathematical puzzle that challenges our visual intuition. At first glance, a staircase path seems to converge to the hypotenuse of a right triangle. But while the triangle’s hypotenuse measures exactly 5 units, the staircase length always remains 7 units, no matter how many steps are added.

We’ll break down the Pythagorean theorem, show how the staircase approximation works, and explain why this paradox occurs using the concept of convergence. By the end, you’ll see why the paradox is only visual, and why the math always stays consistent.

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