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What is Maximizing Water Displacement in Cone Cup about?

The document discusses the geometry of a conical cup filled with water and the displacement caused by a ball placed inside it, deriving the radius of the ball that maximizes the volume of displaced water. It also explores the volume of a taco formed by bending a tortilla around a cylinder, providing a formula for the cross-sectional area and determining the optimal radius for maximum volume. Additionally, it examines the relationship between areas defined by tangents to a cubic curve at points P and Q, conc

Author

Bảo Nguyễn Hoàng

Language

EN