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Polynomials and Polynomial Functions

absolute maxima	quadratic function
absolute minima	quartic equation
Classification of polynomial	quartic functions
concave down	quintic equation
concave up	quintic functions
concavity	Point of inflection
constant term	Point of intersection
coordinates of translation	Polynomial classification
critical point	Polynomial Degree
cubic equation	Polynomial equation
cubic functions	Polynomial expression
Derivative	Polynomial factorization
discriminant	Polynomial function
even function	Polynomial roots
extreme points	real Analysis
extremum	real coefficients
first derivative test	real roots
fundamental theorem of algebra	real variable
general form	relative minimum
global maximum	relative maximum
global minimum	Root finding Methods
graph of polynomial function	Saddle point
Horizontal and vertical Translation	second derivative test
increasing and decreasing test	slope
inflection point	Source function
instantaneous rate of change	Source polynomial
leading coefficient	standard form
linear equation	Stationary point
linear function	sufficient condition
local maxima	Tangent line
local minima	Translations
maximum	turning point
minimum	Vieta's Formulas
necessary condition	Zeros of Polynomial Functions
odd function	x-intercept
quadratic equation	y-intercept

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