If diagonals of rectangle ABCD bisects each other at point O- OA - 4 cm and OD - nbsp- 3 cm- then the length of OB - nbsp- nbsp-and OC - -3 cm2 cm5 cm4 cm

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Bisectors of Angles of a Parallelogram Form a Rectangle

If diagonals ...

Question

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

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Similar questions

In quadrilateral ABCD, its diagonals AC and BD intersect at point O such that $\frac{O C}{O A} = \frac{O D}{O B} = \frac{1}{3}$

If CD =4.5 cm; find the length of AB.

A B C D

O

O D = 9 c m, O B = x + y c m, O A = x - y

O C = 5 c m

x

y

A B C D

O .

A C,

O A = (3 x + 5) c m

O B = (2 x + 9) c m

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