CA and CB are tangents to parobola and O is orthocentre of the triangle ABC. Then the directrix bisects

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CA and CB are tangents to parobola and O is orthocentre of the triangle ABC. Then the directrix bisects

Kotaru Ramu 24th May, 2019

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Answer (1)

Rahul kumar 25th May, 2019

Hi,Aspirant

Let me Solve your Query If CA and CB are Tangents to Parabola and O is Orthocentre of Parabola Then CA and CB tangents Meet At Point 'C'.

Two Tangents To the parabola are Equal only when It's Point Of intersection Lies on the Directrix.Then Directrix Bisects AB.

Hope you Understand.

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