Math Vocabulary
One-Step Equations
Two-Step Equations
Multi-Step Equations
Working with inequalities
100

This type of math problem has an equal sign.

Equation

100

x - 12 = 0

x= 12

100

3x + 5 = 14

x= 3

100

Solving Equations

4x + 3 = 7

x = 1

100

When graphing an inequality, use this kind of dot do you use for a solution that reads x < 8.

An open (or unfilled) dot

200

Another word for the letters used in expressions and equations.

Variable

200

4x = 64

x= 16

200

(x/4) + 4 = 13

x= 36


WILD CARD - BONUS 100 POINTS - IF CORRECT

200

Solving Equations

4(6 + 5x) = 124

x = 5

200

Solve the following inequality:

1/2 x > 17

x > 34

300

Another word for numbers used in expressions and equations.


Constant


WILD CARD - BONUS 100 POINTS - IF CORRECT

300

64 = 8x

x= 8

300

(x/2)-4=10

x= 28

300

Solving Equations

72 = 8(x + 6)

x = 3

300

Use distribution to write an equivalent statement to the one below:

3 (x - 2) < 36

3x - 6 < 36

400

This type of math problem has no equal sign.

Expression

400

5= x

x= 125

400

6x – 13 = 11

x= 4

400

What is the distributed expression?

c(3k - 8) =

3ck-8c

400

Simplify this inequality through factoring:

4x + 20 > 40

4 (x + 5) > 40

500

A numerical or constant quantity placed before and multiplying the variable in an algebraic expression (e.g. the '4' in 4x y).

Coefficient

500

16 = x/2

x= 32

500

( x/ 3 ) + 3 = 27

x=72

500

Solving Equations

172 = 5(4a + 6) + 2

x = 7

500

Write an inequality for the following situation:

Baby Rhalston sleeps for 4 hours twice a night and had several 2 hr naps during the day. He sleeps more than 14 hours in a 24 period. How many naps does he usually take?

8 + 2x > 14