An example in analytic geometry is the Cartesian plane.

The user must know the points of the polygon in a Cartesian plane.

The levels or rank of both measures are graphically displayed at some point in the cartesian plane.

The Cartesian plane can be used as a beautiful way of illustrating the position of any object in space.

Graphing on a Cartesian plane is sometimes referred to as curve sketching.

Let O be the origin on a Cartesian plane.

If this set is plotted on a Cartesian plane, the result is a curve (see figure).

Consider the general case when the input to the algorithm is a finite unordered set of points on a Cartesian plane.

Economic graphs frequently present only in the first quadrant of the Cartesian plane.

Intra-limb coordination involves the planning of trajectories in the Cartesian planes.