Rhombus in form

Geometry Level pending

What is the largest area formed by a rhombus with the perimeter of 64?


The answer is 256.

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1 solution

Donglin Loo
Sep 14, 2014

It is obvious that the interior angle of the stated rhombus be 90°. So a square is the key. Area=(64/4)^2=256

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For example: It is obvious that the interior angle of the stated rhombus be 90 ° 90° . So a square is the key. A r e a = ( 64 / 4 ) 2 = 256 \begin{aligned} Area&=(64/4)^2 \\ &=\large 256 \end{aligned}

Chan Tin Ping - 3 years, 5 months ago

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