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Question (9740 N2015 I 4) (Singapore A - Level H2 Mahts) by Lin Htike is a document available to read on EtoBox.

The document discusses a mathematical problem involving a fixed length wire cut into two parts, one forming a rectangle and the other a semicircle. It outlines the process of maximizing the total area of these shapes using calculus, including deriving the area equations and finding critical points. The maximum total area is expressed in the form kd²m², where k is determined to be 32.

Author
Lin Htike
Language
EN