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Q: Where does a point lie if its abscissa is zero?
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What quadrants would a point lie if its abscissa and ordinate are equal?

In Quadrant I a point would lie if its abscissa and ordinates are equal.


Where does the point lie if its abscissa is 0?

It's somewhere on the y-axis.


In what quadrants would a point lie if its abscissa have ordinate are numerically equal but opposite side?

2nd and 3rd quadrant


What does every y - intercept have in common?

Its x coordinate is 0.The abscissa (x-coordinate) is zero.


What is the abscissa of all the points in the y-axis?

the abscissa of the point -2 -5 is


What quadrant do points lie if their abscissa is positive and ordinate is negative?

The fourth quadrant


What is an abscissa?

An abscissa is the coordinate representing the position of a point along a line perpendicular to the y-axis in a plane Cartesian coordinate system.


How do you explain abscissa and ordinate?

The vertical axis of a graph is known as the ordinate and the horizontal axis of a graph is known as the abscissa. So commonly when talking about (x,y) as a point on the graph, we refer to x value as the abscissa and y value as the ordinate.


What latitude does the equator lie?

zero degrees because it is the ivisible line that lies in the exact point center of Earth's surface it is zero degrees latitidude.


A point having a negative abscissa and negative ordinate is in quadrant?

Coordinate is the common name. Abscissa is used for the information along the X-axis. Ordinate is used for the information along Y-axis. So abscissa is the x co-ordinate, and ordinate is the y co-ordinate. As they are both negative, then the point must be located in the third quadrant.


What is the name of the pair of numbers used to locate a point on a coordinated graph?

abscissa and ordinate


What are examples of zero dimensional and or one dimensional figures?

zero-dimensional examples: Endpoints of edges (vertices and corners) Zero-dimensional figures lie in two-dimensional planes. one-dimensional examples: Edges of figures (sides and arcs) One-dimensional figures lie in two-dimensional planes.