Functions

The simplest function within a specific family; y equals X is the parent function for linear equations

And expression that does not contain any exponents

PEMDAS: The set order in which multi step equations must be solved: parentheses, exponents, multiplication, and division, Addition, and subtraction

Lines that never intersect (coplanar). They have slopes that are congruent

A special type of relation we are each input has only one output

A functional transformation where the function slope becomes more shallow

Lines that intersect at a right 90° angle. They have slopes that are opposite reciprocals, meaning there’s signs positive or negative are opposite and their fractions are flipped

A relationship between sets of values. In math, the relation is often between X values inputs and wide values outputs, and can be represented as a set of ordered pairs, a table of values, a mapping diagram, or a graph.

He relation between ex and YN which why equals a constant K times X

A fraction used to calculate slope, with the change in Y values in the numerator and the change in X values in the denominator

A functional transformation where the function shifts up or down along the Y axis

Hey diagram showing a relations inputs and their corresponding outputs using arrows

A number in front of a group of terms will multiply all terms in the grouping individually

Terms with the same variable an exponent combination

A functional transformation where the function shifts right or left along the X axis

A relation between XNY in which Y equals a constant K times the inverse of X

A linear equation in the form aX + BY = C, where a, B, and C are Constants. The x and Y intercepts are quickly to determine by setting the other variable to zero.

A relationship with a constant rate of change that creates a straight line when graft

A method of simplifying an algebraic expression by adding or subtracting the coefficient of the liked terms

A method for examining the graph of a relation to determine whether or not the relation is a function; pass a vertical line through all the points of the graph, and if the vertical line passes through more than one point of the graph at the same time, the relation is not a function

One way to write a linear equation y=Mx+b where the product of the slope M and the variable X are added to the Y intercept be

A functional transformation where the functions slope becomes more steep

A statement that you ratios are equivalent

A functional transformation where graphs mirror images flipped across the X axis