Basic Concepts
Graphing Lines
Solving Equations
Real-World Application
100

The formula used to represent a linear equation in slope-intercept form.

y=mx+b

100

The point where the line crosses they y-axis

y-intercept

100

The value of x when 

3x + 2 = 11

x=3

100

The linear model y=50x+200, represents y, the total cost, and x, ________________.

Number of items purchased

200

In the equation y=2x+3, this is the slope.

2

200

The meaning of the "m" in y=mx+b.

Slope

200

The first step in solving the equation 2 (x+3) =12

Distribute the 2

200

In a real-world problem, this value represents the initial condition in a linear model.

y-intercept

300

The process of solving for 'y' in the equation 4y+2x =12.

Isolating the variable y

300

The way the line looks on the graph if the slope is negative.

Downhill Line or Decreasing Line.

300

The solution to the equation 5x - 15 = 0

x = 3

300

The equation to find the total earnings, y, if you start with $500 in your account and every week, x, you add $100.

y = 500 + 100x

OR

y = 100x + 500

400

Form of a linear equation represent by Ax +By = C

Standard Form

400

The solution of a linear equation based on the graph.

A point on the line.

400

The solution to the equation y= -3x+6 when y=0.

x=2

400

The equation y=30x models Juliet's water consumption per minute. How much is consumed in 3 minutes?

90 liters

500

The term used to describe the steepness of the line in a linear equation.

Slope

500

The x-intercept of the line 4x-3y=12.

x=3 or (3,0)

500

The equation 2x-3y=6 when solved for y.

y= (2/3)x - 2

500

If a company paid $1500 in fixed costs and $15 per unit of product, this represents the variable cost in the equation y=15x+1500.

$15

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