A parallelogram has two diagonals HF and EG. Choose the statement which is not correct for the parallelogram.

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HE = GF

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Solution

The correct option is A

A parallelogram has two diagonals HF and EG. So, let the parallelogram considered be EFGH.

Opposite sides are parallel and equal in parallelogram. Opposite angles are equal and not supplementary, therefore .

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A parallelogram has two diagonals HF and EG. Choose the statement which is not correct for the parallelogram.

The correct option is A A parallelogram has two diagonals HF and EG. So, let the parallelogram considered be EFGH. Opposite sides are parallel and equal in parallelogram. Opposite angles are equal and not supplementary, therefore .

The correct option is A

A parallelogram has two diagonals HF and EG. So, let the parallelogram considered be EFGH.

Opposite sides are parallel and equal in parallelogram. Opposite angles are equal and not supplementary, therefore .