The Wallis product for pi, proved geometrically

The video explores the Wallis Product, a famous infinite product for pi, and presents a novel proof. It delves into the geometric and algebraic interpretations, using complex numbers and roots of unity. The video also generalizes the Wallis Product to derive a formula for sine, connecting it to Euler's work on the Basel problem. The content is enriched with visual aids and concludes with a mention of a partnership with Udacity.

What new insight or understanding did you gain from this video?