Vocabulary
Distance
Graphing Points
Reflections
Mixed Review (Random)
100
How many quadrants are on a coordinate plane?
FOUR
100
This is the distance between (3, 5) and (12, 5) on the coordinate plane.
The distance is 9 units.
100
What is the point that we start at before plotting a coordinate?
ORIGIN
100
How do we mark up a question that says "reflected across the x-axis?"
Change the y-coordinate
100
What is |-20|?
20
200
What is the definition of absolute value?
A number's distance from 0
200
This is the distance between (-6, 2) and (-6, -8).
The distance is 10 units.
200
Which quadrant will you find a positive x-coordinate and a negative y-coordinate in?
Quadrant IV
200
What is the new coordinate if the point (3,5) is reflected across the y-axis?
What is (-3,5)
200
Order the integers from least to greatest:
-2, 3, 1, -4
-4, -2, 1, 3
300
What is the definition of an integer?
All whole numbers and their opposites (including 0)
300
What is the distance between Point B and Point D? 
The distance is 7 units.
300
What ordered pair represents the square?
The square is at (-3, 2)
300
If the circle is reflected across the y-axis, what is the location of the new point? 
The new point is located at (-1, -5).
300
Compare using an inequality symbol (< or >)
-3/5 -1.5
-3/5 > -1.5
400
What is the definition of opposites?
Numbers that have the same distance from 0.
400
Write ALL the possible coordinates that are 6 units away from (-4, 2).
The possible coordinates are (2,2) (-10,2) (-4, 8), and (-4, -4).
400
What is true about all points in quadrant III?
All the x-coordinates are negative.
All the y-coordinates are negative.
400
If a point is in Quadrant I and reflected across the x-axis, what quadrant will the new point be in?
The new point will be in quadrant IV
400
Solve:
3 1/3 divide 2/3
5
500
What is the definition of rational numbers?
Any number that can be written as a fraction
500
This is the area of a rectangle with points the following coordinates (2, 3), (2, 9), (-6, 3), (-6, 9)?
The area is 48 square units.
500
Give an example of one ordered pair found on the x-axis.
Given an example of one ordered pair found on the y-axis.
X AXIS: (anything, 0)
Y-AXIS: (0, anything)
500
Point A is located at (-3, -4).
Point A is first reflected across the x-axis. That new point is then reflected across the y-axis.
What is the final location?
The final location is (3, 4).
500
Solve:
3.45 divide 1.5
2.3