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Pre calculus

UE1

TermDefinition
Function Notation Relation every input results in one and only output. Ex: f(x)
Radical Function F(x) = /x
Radicand Value under square root
Rational Function F(x) = 1/x
Domain X-value of possible inputs
Denominator Restriction Domain values that render rational expression undefined
Square root Restriction Domain values that render square root expression undefined
Range All possible outcomes (y-Value) of function
Interval Notation Indicate inequalities by using brackets or parenthesis instead of inequality symbols
U Union Symbol used to verge 2 or more pieces of an interval
Point Of Discontinuity An x-value on graph where y-value is undefined
Continuous Graph A graph with a domain of (-00,00)
Discontinuous Graph A graph with a domain other than (-00,00)
Vertical stretch/shrink Occurs when function x by constant, a if a between 0 and 1 is vertical stretch, both by factor of a
Horizontal stretch /shrink Occurs when function inputs x by a constant, b if b is between 0 and 1 ->>>>Horizontal stretch by a faction 1/b. If b is greater than 1 = Horizontal shrink or compression) by factor 1/b
Horizontal translation left/right Occurs a constant is + or - from a function input + a constant + left, - a constant + right
Vertical asymptote Domain value render rational expression undefined
Horizontal asymptote Range value render rational expression undefined
Vertical trans. Up/down Occurs a constant is + to i or - from function. += up: - =n down (translation)
Reflection across x-axis Occurs a functions is x by a - coefficient
Reflection across y-axis Occurs a functions input is x by a - coefficient
Rigid transformation Does not alter the size or shape of function
Non rigid transformation Does alter the size or shape of a graph
Piecewise function Function made up of multiple sub-equations, where sub-function applies to diff. Interval domain
Evaluate Find output value of f(x) that corresponds to a given input value x
Vertical line test Visual method to determine a given curve is a function or not
Increasing An interval in y-value going up as the x value is up
Decreasing An interval in y value is going down as the x value is going up
Boundedness Limits or bounds of function
Bounded above Function is bounded above by the number of B if number B is higher than or equal to all values of function
Bounded below Function is bounded below by the number of B if number B is lower than or equal to all values of function
Bounded Function that is bounded both above and below
Unbounded A function that is neither bounded above nor below
Bounded on an interval An interval is bounded both its endpoints plus included in domain
Extrema Point which is max or min value - of function is obtained in some interval
Local (relative) Point is a max or min relative to points around it
Absolute Highest or lowest point in entire domain
Maximum Largest y-value of a function over a set domain/increasing to decreasing
Minimum Smallest y-value of function over a set of a domain/decrease to increase
Created by: user-1882772
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