Addition
Subtraction
Multiplication
Division
Vocabulary
100

x + 4 = 25

What is 21

100

x - 20,000 = 60,000

What is 80,000

100

9x = 27

What is 3

100

y/6 = 2

What is 12

100

Define Inverse Operations and provide the pairs of Inverse Operations

Inverse Operations are opposite operations that undo the original operation and can be used to isolate the variable and find the solution.

Multiplication to Division

Subtraction to Addition

200

a + 13 = 27

What is 14

200

d - 7 = 92

What is 99

200

7x = 63

What is 9

200

x/4 = 14

What is 56

200

What is the difference between expressions and equations? Give an example of BOTH

Expressions do not have equal signs. Equations have equal signs. 

Example of Expression 3+4 . 

Example of Equation 3+4=7

300

n + 82 = 175

What is 93

300

k - 831=1215

What is 2046

300

5e = 400

What is 80

300

x/6 = 6

What is 36

300

3x+4

Label the constant, variable, coefficient AND terms.


3 is the coefficient

x is the variable

4 is the constant

3x and 4 are the terms

400

x + 36 = 100

What is 64

400

x - 327 = 665

What is 992

400

11x = 275

What is 25

400

28 = a/13

What is 364

400

Define algorithm and substitution.

Algorithm- step by step procedure or process to solve problems

Substitution- to replace a number with a variable  

500

2,776 = c + 653

What is 2,123

500

a - 63 = 392

What is 455

500

21y = 756

What is 36

500

80 = x/15

What is 1200

500

Define term. Give an example.

Parts of an expression that are separated by operations.

3m+3x-7+4  The terms are: 3m, 3x,7, 4. There are 4 terms in total.

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