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Choose 1 set of points, and write the coordinates of each of the 3 points in the set. What do you notice about the coordinates?
Write the coordinates of each labeled point.
The coordinate plane is divided into four quadrants: I, II, III, and IV, as shown here.
In which quadrant is point located? Point ? Point ?
Here is an image of an archery target on a coordinate grid. The scores for landing an arrow in each of the regions are shown.
Name the possible coordinates of where one arrow could land to earn each of the following scores:
Just as the number line can be extended to the left to include negative numbers, the - and -axes can also be extended to include negative values. This creates the coordinate plane, a system that can be used to describe the locations of points.
For example, point can be described by the ordered pair . The -value of -4 tells us that the point is 4 units to the left of the -axis. The -value of 1 tells us that the point is 1 unit above the -axis. Point is located in Quadrant II.
The same reasoning applies to the points and . The - and -coordinates for point are positive, so is to the right of the -axis and above the -axis. Point is located in Quadrant I.
The - and -coordinates for point are negative, so is to the left of the -axis and below the -axis. Point is located in Quadrant III.
Quadrant IV contains points whose -coordinates are positive and whose -coordinates are negative.
The coordinate plane is one way to represent pairs of numbers. The plane is made of a horizontal number line and a vertical number line that cross at 0.
Pairs of numbers can be used to describe the location of a point in the coordinate plane.
Point is located at . This means is 3 units to the right and 2 units down from .
The coordinate plane is divided into 4 sections called quadrants. The quadrants are numbered using Roman numerals, as shown.