How do you explain X and y-axis?
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How do you explain X and y-axis?
X and y-axis are the axes used in coordinate systems that form a coordinate plane. The horizontal axis is represented by the x-axis and the vertical axis is represented by the y-axis. The point where the x and y-axis intersect is known as the origin and is used as the reference point for the plane.
What is the X and y-axis used for?
It is a vertical plane of a graph in a cartesian coordinate system that gives a numerical value at each point. The x-axis is called abscissa. The y-axis is called ordinate. The variables on the x-axis represent the cause of the data.
Why is the x-axis important?
The label of the horizontal axis — the x-axis — is important because it represents your independent variable.
What does the y-axis tell us?
The y-axis is like a vertical ruler. It shows you where an object on a Cartesian plane, a two-dimensional mathematical graph, is in the y (vertical) direction. It is also the starting, or zero, point for measuring how far a point is to the right or left (horizontally) on a graph.
Does the y-axis go first?
Begin at the origin and move along the x-axis. This is the x-coordinate and is written first in the ordered pair. Move from 5 up to the ordered pair and read the number on the y-axis. This is the y-coordinate and is written second in the ordered pair.
Why is the y-axis important?
The y-axis shows you where a point is on the is in the y (vertical) direction on a Cartesian plane. It’s also the starting (zero) point used to determine how far a point is along the x-axis.
What is the y-axis also called?
noun, plural y-ax·es [wahy-ak-seez]. Mathematics. Also called axis of ordinates. (in a plane Cartesian coordinate system) the axis, usually vertical, along which the ordinate is measured and from which the abscissa is measured.
What is y-axis also called?
Also called axis of ordinates. (in a plane Cartesian coordinate system) the axis, usually vertical, along which the ordinate is measured and from which the abscissa is measured.
