Three statements are given below:

I. In a rectangle ABCD, the diagonal AC bisects A as well as C.


II. In a square ABCD, the diagonal AC bisects A as well as C.


III. In a rhombus ABCD, the diagonal AC bisects A as well as C.


Which is true?

We can clearly observe that statement II and statement III are correct and Statement I is wrong because the diagonals of a rectangle does not bisect A and C. And this is so because the adjacent sides are unequal in a rectangle.


Option B is correct

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