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Q: The point of intersection of the axes coordinate plane?
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Is the point where the axes of a coordinate plane interscect?

The intersection point is called the origin.


What is te point where the axes of the coordinate plane intersect?

The axes of coordinate planes intersect at the point of origin.


What is defined to be the point of intersection of the -x and -y axes?

It is either the "origin of coordinates" or (more often abbreviated to) the "origin".


What is the point where the axes of a coordinate plane intersects?

The x and y axes intersect at the point of origin at (0, 0) on the Cartesian plane


What is the point at which the axes of the coordinate plane intersect?

Its called an origin.


What are the coordinate axes?

The coordinate axes are the x and y axes that intersect each other at right angles at the point of origin (0, 0) on the Cartesian plane.


Why is Cartesian coordinate plane also caller rectangular coordinate plane?

The axes are at right angles to each other so that a point in the plane, unless it is on an axis, forms a rectangle with the origin and the perpendiculars to the axes. The feet of these perpendiculars are the points from that determine the coordinates of the point.


Why are the x and y axes called what they are?

The ordinate is the y coordinate of a point and the abscissa is the x coordinate of a point and both axes intercept each other at the point of origin (0, 0) on the Cartesian plane.


What is it called when a coordinate plane is divided by its axes in fours?

Quadrants result when a coordinate plane is divided by its axes in fours.


What are the quadrants in the coordinate plane?

The coordinate plane is divided into four quarters by the axes. These are the four quadrants.


What is the point of intersection of the axes?

If the question refers to the axes of a graph, their intersection is called the "origin".


What is on a coordinate plane (00)?

If you mean (0, 0) then it is the point of origin where the x and y axes meet at right angles on the coordinated plane.