Properties of
Exponents
Exponents
Lines on
a graph
a graph
System of Equations
Vocabulary
Quadratic Equations
100
9x2(2x12)
18x14
100
What the "7" represents in this equation:
y = 7x - 9
Slope
100
The solution to a system of equations when the lines are THE SAME
Infinite Solutions
100
Another word for "rise over run"
Slope
100
The name of the most basic quadratic function
y=x2
Parent Function
200
-9(x2y4)3 + 5
-9x6y12 + 5
200
The Y-value of the equation
2x + y = 19
when x is 40
-61
200
The answer when two lines in a system of equations have the SAME SLOPE but DIFFERENT Y-INTERCEPTS
"No Solution"
200
The slope of a VERTICAL line (straight up and down)
Undefined
200
The transformation caused by the "4" in this equation:
y = 4x2
Vertical Stretch or "skinny"
300
Look at the whiteboard (300 pts)!
Answer on whiteboard
300
This equation in SLOPE-INTERCEPT FORM:
4x - 6y = 24
y = 2/3x - 4
300
(-2, 1)
300
The point where two lines in a system of equations meet
Solution
300
The vertex of the parabola formed by the equation
y = 2(x+3)2 - 1
(-3,-1)
400
Look at the whiteboard (400 pts)!
Check whiteboard
400
The 4 types of slopes you can have on a linear equation
Positive, Negative, Zero, and Undefined
400
The solution to the system of equations:
y = 2x + 1
4x + 2y = 18
(2, 5)
400
This type of function either GROWS or DECAYS and has the "x" variable as an exponent
Exponential Function
400
All the transformations in this equation:
y = -(x+4)2 - 9
Reflection on x-axis, 4 units left, 9 units down