My problem is that A and B are clearly fixed points, so how can the centre of the circle be a locus of it centre is also fixed? Is there something wrong with the question or am I missing an Important detail?
2026-05-04 22:46:11.1777934771
Tangents are drawn from the point $P(-2,6)$ to the parabola $y^2=8x$ and meet it at A and B. Find locus of centre of circle with AB as diameter
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