One Variable Equations and Literal

A letter in the alphabet

Numerical factor of a variable

The result of an equation

The process of solving for a variable

A number that stays the same in an equation

A letter that represents a constant value

A value that cannot be changed in an equation

A symbol that represents a quantity that can change or vary

Multiplying the variable by a constant

Dividing the variable by a constant

Adding the variable to both sides of the equation

Isolating the variable on one side of the equation

The value of the variable that makes the equation false

The process of solving an equation

The value of the variable that makes the equation true

The result of adding two or more numbers together

To solve for the variable and find its value

To hide the value of the variable

To make the equation more complicated

To make the variable more confusing

Replacing a variable with a given value or expression

Multiplying a variable with a given value

Dividing a variable by a given value

Adding a variable to a given value

A diagram showing the steps of a process

A recipe for a chemical compound

A list of mathematical operations

An equation that expresses one quantity in terms of other quantities.

A literal equation can only be solved using the quadratic formula, while a linear equation can be solved using the slope-intercept form.

A literal equation represents a straight line on a graph, while a linear equation represents a curve.

A literal equation involves multiple variables, while a linear equation involves only one variable.

A literal equation involves solving for an unknown constant, while a linear equation involves solving for a variable.

A fixed value that does not change

A value that is only used in algebra

A term that is irrelevant in the equation

A variable that changes frequently