Transformations
Linear Functions
Solving Equations
Angles
Polynomials
100
This transformation takes a figure and slides it to a new location.
What is a "translation"?
100
In the equation, y = 2x - 3, 2 is the ___________________.
What is the "rate of change"or "slope"?
100
For 2x = 10 this is what x equals.
What is x = 5?
100
Angles that add up to 180 degrees are known as _____________________ angles.
What are "supplementary" angles?
100
This expression simplified :
5a + 3ab - 1 - 2a + 5ab - 2
What is 3a + 8ab - 3?
200
This type of transformation creates a figure that is similar to the original but not congruent.
What is "dilation"?
200
There are 3 different ways we can represent linear functions. One is with an "equation." What are the other 2 ways?
What are table and graph?
200
Given -4x - 10 = 14 this is the value of x.
What is x = -6?
200
Triangle A has two angles with measures 43 degrees and 87 degrees. This is the measure of the 3rd angle.
What is 50 degrees ?
200
Simplified: (2x + 3) - (4x - 2)
What is -2x + 5 ?
300
Which of the following transformations moves ABCD to A'B'C'D'?
What is "rotation"?
300
This makes a relation a function.
What is every input (x) has exactly one output (y)?
300
Given: -2x - 3 + 10 = 4x + 1 - 3x
this is the value for x.
What is x = 2?
300
What type of special angle relationship is shown in the image below?
What is "corresponding" angles?
300
This is 4x5 divided by 2x2?
What is 2x^3?
400
A(6, 12) is dilated by a scale factor of 1/3. What is A'?
A'(2, 4)
400
Which of the following relations is NOT an example of a function? Explain how you know.
Relation B is not a function because input A has more than one output.
400
Solving: -8(x + 1) + 3(x - 2) = -3x + 2
this is the value for x.
What is x = -8?
400
In the diagram below, what type of special angle relationship do angle 1 and angle 8 have?
What is "alternate exterior angles"?
400
3x2y3 multiplied by x5y2?
What is 3x7y5
500
A(6, 12) is dilated by a scale factor of 1/2 to A'. A' is translated up 3 units to A''. What is A''?
A"(3, 9)
500
Two cars are traveling from NYC to Miami. Car A's trip can be modeled by the equation y = 60x + 50 miles per hour. Car B's trip can be modeled by the table.
When the cars leave at the same time, this car will get to Miami first. How do you know?
When the cars leave at the same time, this car will get to Miami first. How do you know?
What is Car A will reach Miami first because car A is traveling at a faster rate.
500
Solving: (3/8) - (1/4)x = (1/2)x - 3/4
this is the value for x.
What is x = 3/2 or 1.5 ?
500
The value of x.
What is x = 28 degrees?
500
Simplify
What is 2x10y-4