Among the following a line passing through origin is $(x,y\mathrm{\ne }0)(x,y\backslash neq0)$

The equation of line parallel to X-axis

Any point on the X-axis is of the form

The point at a distance of 4 units from X-axis and 5 units from Y-axis is

If x > 0, y < 0 the point (x – y, y – x) lies in

In which of the following, the ordinate is twice of its abscissa ?

If the point $(x_1,y_1)(x\_1,y\_1)$ lies in $Q_{2}Q\_2$ and the point $(x_2,y_2)(x\_2,y\_2)$ lies in $Q_{3}Q\_3$ then $(x_1,y_2)(x\_1,y\_2)$ lies in

If (x, y) = (7, 3), then (x + y, x – y) lies in

From the given following, point on Y-axis is

One of the solution for the point where x coordinate > y co-ordinate