If the parallelogram with base 6 cm and side 5 cm has the maximum area, then the parallelogram is a .

rhombus

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rectangle

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square

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Solution

The correct option is B rectangle

The parallelogram has maximum area when when one of its sides is also its height, i.e., the sides are perpendicular to each other.
If the sides are perpendicular to each other then each angle is a right angle.
The figure obtained is rectangle.
Therefore, parallelogram RING will have maximum area when it is rectangle MIND.

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△ P O T

If we make a parallelogram with adjacent sides 6 cm and 6 cm and a diagonal of 8 cm, we will get

5 c m, 6 c m

∠ P Q R = 90^{\circ}

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