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Question
parallelogram proofs quick check
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in parallelogram defg, which segment bisects (overline{eg})?
(1 point)
(overline{df})
(overline{ef})
(overline{fg})
(overline{eh})
Step1: Recall the property of parallelogram
In a parallelogram, the diagonals bisect each other.
Step2: Identify the diagonals
In parallelogram \( DEFG \), \( \overline{DF} \) and \( \overline{EG} \) are diagonals.
Step3: Apply the property
Since diagonals bisect each other, \( \overline{DF} \) bisects \( \overline{EG} \).
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A. \( \overline{DF} \)