Writing Algebraic Expressions
Solving Algebraic Expressions
Exponents
Solving Algebraic Expression with Exponents
Order of Operations
100

The sum of 13 and a number.

13 + x

100

4 + x - 6 

when x = 12

10

100

What number is the base in the power 163

16

100

(x+ 3) 

when x = 4

19

100

10 + 12 / 4

13

200

The quotient of a number and 10.

x / 10
200

2b + (6 - 3)

when b = 7

17

200

What is the expanded form of the exponent 45?

4 x 4 x 4 x 4 x 4

200

33 - 8x 

when x = 3

3

200

(12 + 8) x 3 - 2

58

300

The difference between 15 and 3 times a number. 

15 - 3x

300

5(a + 8 / 2)

when a = 2

30

300

What is the value of the power 63?

216

300

2b+ (30 - 20)

when b = 3

28

300

4 + 4+ 10 / 2

5

400

Susan had 50 stickers and gave some to her friend at school. When she got home that day she sorted her stickers into 4 equal piles by color. How many stickers does Susan have in each pile? Represent this situation with an algebraic expression. 

(50 - x) / 4

400

(a + b - 4) / 3

when a = 10 and b = 15 

7

400

What is the value of the powers 52 + 112   

146

400

50 / 2h2

when h = 5 

2

400

5 + [ 2(2 + 4) - 2]

15

500

Mark bought 6 bags of popcorn at the movies for him and his friends. Each bag of popcorn came with some boxes of candy. Mark's friend snuck in 5 more boxes of candy to the movies. How many total boxes of candy do they have? Represent this situation with an algebraic expression. 

6x + 5

500

100 - [ 3a + (10 - b x 2)]

when a = 20 b = 3

36

500

What is the value of the power (2/3)3?

8/27

500

[(6 / 2)2 x 4] + 4

40

500

52 + (3- 7) / 2

35