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In a right angle triangle `Delta ABC` is which `/_ B = 90^@` a circle is drawn with AB diameter intersecting the hypotenuse AC at P.Prove that the tangent to the circle at PQ bisects BC. |
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Answer» BQ=PQ-(1) `/_APB=90^o` `/_BPC=180-90=90^o` `/_BPC=90^0` `/_BPQ+/_QPC=90^o` from equation 1 `/_BPQ=/_PBQ` `/_PBQ+/_PCQ=90^o-(3)` from equation 2 and 3 `/_BPQ+/_QPC=/_PBQ+/_PCQ` `/_QPC=/_PCQ` PQ=QC From 1 BQ=QC Q is mid point of BC. |
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