In a triangle ABC, AB is parallel to y-axis, BC is parallel to x-axis, centroid is at (2, 1), If median through C is `x-y=1`, then the slope of median through A is

The slope of the parallel to Y-axis

Equation of line parallel to X-axis and Y-axis

Equations of Lines Parallel to the X-axis and Y-axis

Let ABC be an isosceles triangle with AB=BC .If base BC is parallel to x-axis and m_(1) and m_(2) are the slopes of medians drawn through the angular points B and C, then

The plane x+y=0 (A) is parallel to y-axis (B) is perpendicular to z-axis (C) passes through y-axis (D) none of these

A=(1,3,-2) is a vertex of triangle ABC whose centroid is G=(-1,4,2) then length of median through A is

If distance of centroid of triangle ABC from vertex A is 6 cm them find the length of median through point, A.

The line x=x_1,y=y_1 is (A) parallel to x-axis (B) parallel to y-axis (C) parallel to z-axis (D) parallel to XOY plane