Question

prove that a rhombus which is not a square is not cyclic​

Answer 1

Answer:

: A rhombus is a quadrilateral with all sides of equal length. But a square has not only all sides equal but also the measure of all interior angles are right angles. So, to show : any rhombus is a square, we need to show any angle of a rhombus is right angle

Answer 2

Answer:

Because diagonals are not equal always in a rhombus.

It can never be cyclic.

As for any cycle radius must be equal.

And radius =diagonal/2.

(for quadrilaterals)

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