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JEE MATHEMATICS MCQ: 2D GEOMETRY SYSTEM

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The coordinates of the points AA and BB are (a,0)(a, 0) and (−a,0)(-a, 0) respectively. If a point PP moves so that PA2−PB2=2k2P A^{2}-P B^{2}=2 k^{2}, when kk is constant, then the equation to the locus of the point PP, is
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Correct option: B
2ax+k2=02 a x+k^{2}=0
Option B (2ax+k2=02ax + k^2 = 0) is correct because the equation represents a vertical line, derived from the given condition PA2−PB2=2k2PA^2 - PB^2 = 2k^2.

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