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Question
If BM and CN are the perpendiculars drawn on the sides AC and AB of triangle ABC,then prove that points B,C,M,N are concyclic
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Solution
Angle BNC = CMB ( perpendiculars)
= angles in the same segment of the circle are equal
= BC is a chord and
B, C, M, N all lie on a circle
= therefore they are concyclic
HOPE IT HELPS .cheers!!
= angles in the same segment of the circle are equal
= BC is a chord and
B, C, M, N all lie on a circle
= therefore they are concyclic
HOPE IT HELPS .cheers!!
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