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Function
Maps input values to exactly one output value.
Domain
Set of input values for a function.
Range
Set of output values of a function.
Average Rate of Change
Slope of the function over an interval.
Decreasing Function
f(a) > f(b) when a < b.
Increasing Function
f(a) < f(b) when a < b.
Relative Minimum
Point where function changes from decreasing to increasing.
Relative Maximum
Point where function changes from increasing to decreasing.
Absolute Maximum
Exists if polynomial has even degree and negative leading coefficient.
Absolute Minimum
Exists if polynomial has even degree and positive leading coefficient.
Real Zeros
Points where polynomial intersects x-axis.
Point of Inflection
Function changes concavity at this point.
Concave Down
Function's average rate of change is decreasing.
Concave Up
Function's average rate of change is increasing.
Linear Function
Has a constant rate of change.
Multiplicity
Number of times a zero is repeated.
Even Function
Symmetric over line x=0, f(-x)=f(x).
Odd Function
Symmetric about point (0,0), f(-x)=-f(x).
Residuals
Differences between actual and predicted values.
Semi-log Plot
One axis is logarithmically scaled.
Binomial Theorem
Describes the algebraic expansion of powers.
Polar Graphs
Graphs defined using polar coordinates.
End Behavior
Behavior of function as x approaches infinity.
Asymptote
Line that a graph approaches but never touches.
Holes
Points where the graph is undefined after simplification.
Y-intercept
Value of y when x=0.