A perpendicular drawn from the centre of a circle on its chord bisects the chord,
Complete the following activity to prove it.
Given: Seg AB is a chord of a circle with centre 0.
seg OP I chord AB.
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AB is chord of a circle with centre O and OD⊥AB. We have to prove that AD = DB
In △ODA and △ODB
OA=OB (radii)
OD=OD (common)
∠ODA=∠ODB=90
∘
(OD⊥AB)
△ODA=△ODB(RHS)
AD=DB[C.P.C.T]
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