Function - A correspondence or mapping between inputs (typically denoted by x) and outputs (typically denoted by y), in which every input is linked to a single output, Input - A function's value is typically represented by the variable x, Output - Usually denoted by the variable y, this is the outcome of applying a function to a given input, Domain - A function's set of all feasible input values, Range - A function's entire possible output value set, Independent Variable - Usually denoted by x, an independent variable is selected or altered within a function without reference to other variables, Dependent Variable - Usually denoted by y, the variable in a function whose value is contingent upon the value of the independent variable, Linear Function - A function with a straight line on its graph, Slope - The vertical change (rise) ratio to the horizontal change (run) between any two points on a line indicates how steep a line is, Intercept - The point on a graph where the x- or y-axes intersect (x-intercept, y-intercept), Function Notation - is an algebraic symbol representation of a function, commonly expressed as f(x) or g(x), Inverse Function - A function that, when combined with another function, "undoes" the action of the other function to produce the identity function, Absolute Value Function - This function, denoted by (|x|), returns a number's distance from zero on a number line, Absolute Value Equation - An equation in which (a) is a constant and |x| = a is the absolute value function, Piecewise Function - A function defined over various intervals or domains by various rules or expressions, Interval Notation - Using brackets and parentheses, such as ([a, b]) or ([c, d]), one can represent intervals on a number line, Continuous Function - A graph of a continuous function has no gaps or breaks, Discontinuous Function - is one whose graph has one or more breaks, jumps, or gaps, Domain Restriction - To define a piecewise function, restrict its domain to intervals or values,

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