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Given. PT is the tangent and PAB is a secant.
To Prove: PT2 = PA × PB
Construction: Draw seg BT and AT
Solution:In ∆ PTA and ∆ PBT∠ PTA ≅ ∠ PBT [Angles in alternate segment]∠ TPA ≅ ∠ TPB [Common angle]∴ ∆PTA ∼ ∆ PBT [A – A test for similarity]
by CSST
PT=TA=PA
PB BT PT
∴PT=PA
PB PT
∴ PT2 = PA × PB
Hence Proved.
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