Show:
Equations
Inequalities
Parts of a Graph
Expressions
Graphing
100

What are the steps to solving the equation below:

x - 2 = 79

x - 2 = 79

  +2.    +2

    x = 81

100

Name each symbol.

>

≤

<

≥

Greater than

Less than or equal to

Less than

Greater than or equal to

100

What is the proper name for a graph?

Coordinate Plane

100

Describe GEMDAS.

Grouping

Exponent

Multiply/Divide

Add/Subtract

100

What quadrant is (-5, 7) in?

Quadrant 2

200

Show the steps for solving the problem.

3x = 39

3x = 39

÷3.   ÷3

  x = 13

200
Solve the inequality.


x/4 ≥ 20


x ≥ 80

200

Name the axis properly.

Vertical is the y-axis.

Horizontal is the x-axis.


200
Solve 


20 ÷ 4 • (4 - 2 + 1)

15

200

What quadrant is (9, -8) in?

Quadrant 4
300

Show the steps for solving the problem.

x/5 = 100

x/5 = 100

•5. = •5

x = 500

300

Graph the inequality.

x ≤ -11 

See Ms. Gerads.

300

Label the quadrants properly.

C-Method

300

Solve:

44 - 8 • 3 + 2 ÷ 2

21

300
Fill in the blanks.


When graphing _________, we _________ before we ___________.

When graphing coordinates, we walk before we jump (or climb).

400

Show the steps for solving the problem.

2x + 3 = 15

2x+3=15

    -3.  -3

2x = 12

÷2.  ÷ 2

x=6

400

Graph the inequality.

3x > 15

Ms. Gerads will check.
400

What is the name of a point or location on the graph (x,y)?

A coordinate.

400

Distribute:

2(x + 7)

2x + 14


400

Create a table for the equation below:

y = 4x

See Ms. Gerads

500

Show the steps for solving.

x/2 - 11 = 20

x/2 - 11 = 20

     + 11.  + 11

x/2.     = 31

•2          •2

x = 62

500

Graph the inequality.

x/4 > 20

See Ms. Gerads


500

What is the center of the graph called and what is its coordinate?

Origin (0,0)


500

Distribute

4(3x - 2)

12x - 8

500

Create a table for the equation below:

y = 3x + 2

See Ms. Gerads.