Algebra › How to graph an ordered pair
Find the point that corresponds to the following ordered pair:
In order to get to the point , start at the origin and move right
unit and up
units.
This is point .
The points and
are plotted on a quadrant. Which graph depicts the correct points?
A quadrant is set up in such a way that the positive numbers are to the right and top, while the negative numbers are to the left and bottom. The x-value (the first number in the ordered pair) is the distance left or right from the center. The y-value (the second number in the ordered pair) is the distance above or below the axis.
will be
units to the right, and
units up.
will be
units to the left, and
units up.
Find the point that corresponds to the following ordered pair:
In order to get to the point , start at the origin and move right
units and down
units.
This is point .
Find the point that corresponds to the following ordered pair:
In order to get to the point , start at the origin and move right
units and up
units.
This is point .
Find the point that corresponds to the following ordered pair:
in order to get to the point , move right
units and up
units.
This is point .
Find the point that corresponds to the following ordered pair:
In order to get to point , start at the origin and move left
unit and down
units.
This is point .
Find the point that corresponds to the following ordered pair:
in order to get to the point , start at the origin and move right
units and up
units.
This is point .
Find the point that corresponds to the following ordered pair:
In order to get to th point , start at the origin and move left
units and up
unit.
This is point .
Which of the following points would be in Quadrant III on the coordinate plane?
None of the points listed would be in Quadrant III.
Quadrant III comprises the points whose - and
- coordinates are both negative. This makes
the correct choice.
Which of the following points is in Quadrant IV on the coordinate plane?
Two of these points are in Quadrant IV.
Quadrant IV consists of the points with positive -coordinates and negative
-coordinates. Therefore
is the correct choice.