EQUATIONS VOCAB.
SOLVING EQUATIONS
GRAPHING INEQUALITIES
SOLVING INEQUALITIES
INTEGERS MATH
100

9n + 12 = 40.  What is the "9" known as?

Coefficient

100

n - 23 = 30

n = 53

100

"n > 4".  Tell what kind of dot and direction of arrow needed to  graph this.

Open dot over 4 and a bold arrow pointing right.

100

n + 12 > (-30)

n > (-42)

100

(-34) + (-22)

(-56)

200

14 - n + 12y = 6.  What are the coefficients?

12 and 1

200

n + 28 = 50

n = 22

200

"n < (-3)".  Tell what kind of dot and direction of arrow needed to  graph this.

Open dot over (-3) and an arrow pointing left.

200

9n < 45

n < 5

200

(-48) / (-6)  

8

300

4n - 12 = 8.  What is the expression in this equation?

4n - 12

300

n + (-14) = (-8)

n = 6 

300

"6 > n".  Tell what kind of dot and direction of arrow needed to  graph this.

Open dot over 6 and arrow pointing left.

300

n - 22 > 7

n > 29

300

55 - (-30)

85

400

6n + 12y = 20.  How many variables are in this equation?

2
400

7n = (-84)

n = (-12)

400

"(-9) < n".  Tell what kind of dot and direction of arrow needed to graph this.

Open dot over (-9) and an arrow pointing right.

400

5n > (-40)

n > (-8)

400

(-12) x (-3)

36

500

8n - 14y - 6.  This is an equation.  True/False.

False

500

n + (-5) = 20

n = 25

500

A closed dot is over 5 and an arrow pointing right.  Write this inequality two ways.

n > 5 and 5 < n.  The inequality sign needs to have an underline.

500

n + (-4) < (-15)

n < (-11)

500

(-38) - (-20) 

(-18)

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