Naming Properties
Order of Operations
Writing Numerical Expressions
Evaluating Expressions with Grouping Symbols
Order of Operations Part 2
100

Name the Property:

2 + 6 = 6 + 2

Commutative

100

What does the "E" stand for in PEMDAS?

Exponents

100

Write as a numerical expression:

"multiply 8 and 5, then divide by 2"

(8 x 5)/2

100

Solve:

16 ÷(2 × 2) + (3 × 4)

44

100

What does the first letter in PEMDAS stand for? 

Parenthesis

200

Name the property:

2 + 0 = 2

Addition Property of Zero
200

What's the rule when you get both addition and subtraction or multiplication and division at the same time? 

Solve from left to right; solve whatever comes first

200

Write as a numerical expression: 

Subtract 30 from 50, then add 10

(50 - 30) + 10

200

16 ÷(2 × 2) + (3 × 4)

16

200

(45 + 25) ÷ 10

7

300

Name the property:

2 x (6 + 3) = (2 x 6) + (2 x 3)

Distributive Property 

300

Solve:

7 x (5 + 3)

56

300

Write as numerical expression:

Add 238 and 32, then subtract 5

(238 + 32) - 5

300

[(13 – 5) ÷ (8 – 6)] ×9

36

300

15 + (16 − 6) × 1

25

400

Use a property to solve the problem. Identify the property:

4 + (6 + 12)

22; identify the property 

400

24 + (8 - 5) x 3 

33

400

Write the expression in words:

13 + (4 - 2) 

Subtract 4 and 2, then add 13

The difference of 4 and 2 minus 13

400

5 × [(7 + 8) – 10]

25

400

Insert the parenthesis to make the statement true:

6 + 2 x 7 = 56

(6 + 2) × 7 = 56

500

Use distributive property to solve the problem:

4 x 22 

88

500

(447 - 227 + 13) / 10

20

500

Write the expression in words:

(4 + 8) x 2

Add 4 and 8, then multiply by 2


The sum of 4 and 8 multiplied by 2

500

20 ÷ [(24 – 20) ×5]

1

500

Insert the parenthesis to make the statement true:

10 + 2 × 4 − 1 = 16

10 + 2 × (4 − 1) = 16