Question
The square of the distance between the origin and the point of intersection of the lines given by

None of these



diffcult
Solution
The point of intersection of the lines given by
is obtained by solving
The coordinates of the point of intersection are
∴ Distance between the origin and the point P is given by
Hence,
SIMILAR QUESTIONS
The lines represented by and the lines represented by are equally inclined then
The equation represents three straight lines passing through the origin such that
If the equation represents two pairs of perpendicular lines, then
The equation represents three straight lines passing through the origin such that
If one of the lines represented by the equation is a bisector of the angle between the linesxy = 0, then λ =
If θ is the angle between the straight lines given by the equation , then cosec^{2} θ =
The line y = mx bisects the angle between the lines
, if
If two pairs of straight lines having equations have one line common then a =
The point of intersection of the The Pair of Straight Lines given by
The centroid of the triangle whose three sides are given by the combined equation