Exponents
LCM/GCF
PEMDAS
Writing/Evaluating Algebraic Expressions
Generating Equivalent Expressions
100

Write  9^5   in expanded form. 

9x9x9x9x9

100

What is the LCM of 4 and 6?

12

100

 80-4^2÷8 

78

100

6 less than a number y 

y-6

100

Generate an equivalent expression by combining like terms: 

13a + 9b - 4a +b

9a + 10b

200

Write the following expression in exponential form: 

7x7x7x7x7x7

7^6

200

What is the GCF of 12 and 16?

4

200

 3^2+2[(21-9)÷4] 

15

200

twice a number b multiplied by the sum of 12 and a number y. 

2b(12 + y)

200

Generate an equivalent expression by using the distributive property. 

18(6w-12)

108w-216

300

Evaluate: 

4^0

1

300

Julia swims every Friday. She plays volleyball every 9 days. How often does Julia swim and play volleyball on the same day?

Every 63 days

300

 [(2^3×2.5)÷1/2]+120 

160

300

Evaluate the algebraic expression when a= 1/3, b=6 and c=9

18a+b^2/c

10

300

Simplify the expression: 

9(13y + 7m - 2m - 13y + 6m)

99m

400

Evaluate:  3^5 

243

400

You have 50 blueberry scones and 75 cranberry scones. You want to make as many identical bags as possible. Each bag should have an equal number of blueberry scones and an equal number of cranberry scones. What is the greatest number of bags you can fill?

25 bags

400

 92.3-(3.2÷0.4)×2^3 

28.3

400

Write the following expression. Then, evaluate when y=20

triple y added to the difference of y and 9. 

3y+(y-9)

=71

400

Factor the expression: 

24m + 18y - 36

6(4m + 3y - 6)

500

Evaluate:  9^6 

531,441

500

Train A arrives at the station every 10 minutes. Train B arrives at the station every 12 minutes. If both trains arrive at the station at 9:10 am, when will be the next time that they arrive simultaneously? 

10:10 am

500

Paula bought three candy bars for $5.50 each. She had a coupon for $2.50 off her purchase. Then, she split the final price with her friend. Write a numerical expression to determine how much Paula pays for the candy. Then, evaluate the expression.

Answer: $7.00

Expression: 

[(5.50×3)-2.50]÷2

500

Joanna bought "a" pounds of apples for $1.72 per pound. She paid for the apples with a $20 bill. Write an expression to determine the change Joanna would receive after buying "a" pounds of apples. Then, evaluate the expression if Joanna bought 2.5 pounds of apples. 

20-1.72a

20- 1.72(2.5)= $15.70

500

Simplify the expression: 

b/2+b/2

b