The diagonals ac and bd of a parallelogram abcd intersect at o . If p is the mid point of ad
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what prove please explain it
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Step-by-step explanation:
Since ABCD is a ∥gm , the two diagonals bisect each other. So O is the mid point of AC. A shown in the figure given below, In triangle ABD, P is the mid point of AD and O is the mid point of BD..
Hope its help..
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