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Coordinate GeometryGeneralNumerical Value Two DecimalVery Hard
Q16.Let the point BB be the reflection of the point A(2,3)A(2,3) with respect to the line 8x6y23=08x-6y-23=0. Let ΓA\Gamma_A and ΓB\Gamma_B be circles of radii 2 and 1 with centres AA and BB respectively. Let TT be a common tangent to the circles ΓA\Gamma_A and ΓB\Gamma_B such that both the circles are on the same side of TT. If CC is the point of intersection of TT and the line passing through AA and BB, then the length of the line segment ACAC is ____.
Subjective / proof problem — work it out in the Scratchpad, then reveal the solution.
citeJEE (Advanced) 2019 — Mathematics — Paper 1
2019id · f9f71734
Subjective — no options to pick