A rectangle with the largest possible area is drawn inside a semicircle of radius 2 \mathrm{~cm}. Then, the ratio of the lengths of the largest to the smallest side of this rectangle is

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CAT 2023 Slot 3 QA · Question 18

A rectangle with the largest possible area is drawn inside a semicircle of radius $2 cm$ . Then, the ratio of the lengths of the largest to the smallest side of this rectangle is

A.
$2 : 1$
B.
$5 : 1$
C.
$1 : 1$
D.
$2 : 1$

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