Geometry
Proportionality
Angle Properties
Factors and Multiples
Location and Movement
100
A quadrilateral with equal sides
A rhombus
100
An ordered pair of numbers that compare two quantities of the same unit
A ratio
100
Name the angle theorem that describes two or more angles with a sum of 90 degrees
Complementary angle theorem
100
A number that can be divided by another number without a remainder
A multiple
100
The name of the horizontal line across the coordinate grid
x - axis
200
A pattern that can be folded to make an object
A net
200
A tool to show a drawing where lengths are reduced or enlarged with a ratio
Scale Drawing
200
A special triangle whose dimensions are all whole numbers
A Pythagorean "Triple"
200
A number with no factors (only divisible by one and itself)
A prime number
200
The formula to figure out a slope
y = mx + b
300
2.3 kilometres in centimetres
230,000 cm
300
Rate of 60 km over 3 hours
20 km / hour
300
If two angles are on the same side as the parallel and the transversal lines are equal, you can figure out the angle values using what angle theorem?
Correponding Angle Theorem
300
The full title of the acronym GCF
Greatest Common Factor
300
The quadrant of the coordinate graph that the dot is on.
Quadrant 2; Quadrant II
400
The volume of a rectangular prism with the height of 5 cm, the width of 4 cm, and the length of 7 cm.
140cm3
400
Percentage of score 7/9 rounded to the nearest percent
78%
400
The value of x in this diagram using the supplementary angle theorem. 
62
400
The first three multiples of 4
0,4,8,12
400
The coordinates of the dot on the coordinate plane
(-3,1)
500
The surface area of a cylinder with base radius 3 cm and height of 5 cm.
150.72 cm2
500
Find the value of x in this problem using equivalent ratios:
3:4
x:24
x = 18
500
The value of B in this triangle using the Interior Triangle Angle Theorem:
78
500
The Lowest Common Multiple of 18 and 42
126
500
If a point was rotated about the origin 90 degrees clockwise, what would the coordinates be?
P' (y,-x)