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Prove-that-inside-a-given-square-a-semicircle-of-the-largest-possible-area-can-be-constructed-using-ruler-and-compass-




Question Number 3944 by Rasheed Soomro last updated on 25/Dec/15
Prove that, inside  a given square, a semicircle   of the largest possible area, can be constructed   using ruler and compass.
$$\mathcal{P}{rove}\:{that},\:{inside}\:\:{a}\:{given}\:{square},\:{a}\:{semicircle}\: \\ $$$${of}\:{the}\:{largest}\:{possible}\:{area},\:{can}\:{be}\:{constructed}\: \\ $$$${using}\:{ruler}\:{and}\:{compass}. \\ $$

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