Prove that All sides of a rhombus are equal
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In rhombus, the diagonals bisect each other at right angles. Each diagonal cuts the other into two equal parts and the angle where they cross is always a right angle. ∴∠AOB=90∘. All the sides are also equal, i.e. AB = BC = CD = DA.
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Answer:
In rhombus, the diagonals bisect each other at right angles. Each diagonal cuts the other into two equal parts and the angle where they cross is always a right angle. ∴∠AOB=90∘. All the sides are also equal, i.e. AB = BC = CD = DA.
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