Expressions
Equations
Systems of Equations
Linear & Exponential Functions
Quadratic Functions
100

The number in front of the variable.

Coefficient

100
It sets equations apart from expressions.

Equal sign

100

At least, how many variables are in a system of equations?

two

100
An equation with an output and an input.

Function

100

The shape a quadratic function makes graphically.

Parabola

200

The letter that represents an unknown quantity.

Variable
200

How do you maintain equality when solving?

perform operation on BOTH sides of equation
200

A method to solve a system of equations that involves swapping a variable for an equivalent expression. 

Substitution

200

The name for rate of change of a line.

Slope

200

The form of a quadratic function with h and k.

Vertex form

300

A term with only a number, no variable.

Constant

300

Used to cancel out a term. Must be done on BOTH sides.

Inverse operations.

300

A method to solve a system of equations used when both equations have the same isolated variable. 

Substitution

300

How do you know if an exponential relationship is increasing?

b>1

300

The form of a quadratic function with p and q.

Intercept or Factored form

400

The action taken to put similar terms together.

combine like terms

400

What happens before inverse operations?

Combine like terms

400

A method to solve a system of equations used when each equation has the same variable with the same value coefficient.

Elimination

400
The letter to symbolize where a LINE crosses the y-axis.

b

400

The formula used to find the axis of symmetry of a quadratic function when given in standard form.

x=-b/(2a)

500

The verb you will find in the directions for combining like terms.

Simplify
500

How do you know you are done solving an equation?

The variable is isolated.

500

The result when you solve a system of equations.

(x , y)

500

The letter to symbolize where an exponential graph crosses the y-axis.

a
500

The highest of lowest point of a quadratic function.

Vertex

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