Linear Equations
Linear Inequalities
Absolute Value Functions
Evaluate functions
Piecewise Functions
100
The slope of this equation: y = -3x + 5
What is -3
100
The shading for the inequality y < 5x - 4 is.....
What is below
100
The direction this absolute value function graph opens y = -2 l x - 3 l + 5
What is down
100
What you get when you evaluate f(x) = x2 + 3x - 4 at f(2)
What is 6
100
What kind of point used in the graph with this sign <
What is open
200
The y-intercept of this equation: y = (2/3)x - 9
What is -9
200
The type of line for this inequality: y ≥ ½x - 4
What is solid.
200
The direction this absolute value function opens: y = -|x+ 3| - 5
What is down.
200
What you get when you evaluate (5x)² when x = 2.
What is 100.
300
The slope of this equation: y = -(3/4)x + 9
What is -(3/4)
300
The shading for this inequality: y ≤ ¼x + ½
What is below the line.
300
The x coordinate of the vertex for this function: f(x) = ½|x + 3| - 5
What is -3.
400
The slope of this equation: y = -x -2
What is -1
400
The slope and type of line for the inequality: y > ¾x + 2
What is ¾ and dotted.
400
The y coordinate of the vertex for this function: f(x) = -2| x - 4| + 7
What is 7.
500
The slope and y-intercept of this equation: y = x
What is 1 and 0
500
The slope, type of line, and shading for this inequality: y ≤ ½x - 7
What is ½, solid, and below.
500
The direction the graph opens and the coordinates of the vertex for this function: f(x) = -¾ |x - 2| - 6
What is down and (2, -6)
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