1.

Let a given line l_(1) intersect the X andy - axes at P and Q respectively.Let another line L_(2),perpendicular to L_(1), cut the X and Y -axes at R and S, respectively.Show that the locus of the point of intersection of the line PS and QR is a circle passing through the origin.

Answer»


Answer :`x^(2) +y^(2) + 2( 0+-3sqrt( 6))x+( 55 +- 24 SQRT( 6))=0`


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