If diagonals of rectangle ABCD bisects each other at point O, OA = 4 cm and OD = 3 cm, then the length of OB = and OC = .

3 cm

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2 cm

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5 cm

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4 cm

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Solution

The correct options are
A 3 cm
D 4 cm
Given, OA = 4 cm, OD = 3 cm.
In the figure,According to the properties of the parallelogram,
diagonals of ractangle are equal and bisect each other at point O.
So, OA = OC = 4 cm,
and OB = OD = 3 cm.

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A B C D

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In a parallelogram ABCD, O is the midpoint of intersection of diagonals and OC= $3 c m$ , OB= $6 c m$ . What is AC and BD respectively?

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