LCM & GCF
Written Expressions
Combining Like Terms
Solving Expressions
Unit 5 Random
100

What does GCF and LCM stand for?

Greatest Common Factor & Least Common Multiple

100

Write an expression for "seven more than a number"

7 + x (or any variable) 

100

21x + 3y - 5x + 2xy

16x + 3y + 2xy

100

Solve using the distributive property. 

5(x + 9y) 

5x + 45y

100

Factor using GCF.

21x - 35y

7 (3x - 5y)

200

Factor using the GCF: 60 + 50 

10(6 + 5) 

200

Write an expression that represents the phrase: 

Two times a number less than 12

2x - 12 or 2 x Z - 12 

200

Combine the like terms.

10x+ 4x2 - 11

14x2 - 11

200

Solve.

102 + 4 x 7 

128

200

What is the constant in the expression?

15xy + 7

7

300

Find the LCM of 4 and 9 

36

300

Write an expression that represents the phrase:

Ten more than a number, R

10 + R or R + 10

300

Combine the like terms:

9M + 4X - 3X + 7M

16M + 1x or 16M + X

300

Solve using the distributive property. 

6 (2ab + 12b) 

12ab + 72b 

300

What is the coefficient of X in the expression below.

6y + 15x + 4

15

400

Find the GCF of 100 and 25.

25

400

Max and James went to baseball practice. James had "h" number of homeruns. Max hit twice as many homeruns as James. Write an expression to show how many homeruns Max hit. 

2h or 2 x h

400

Combine the like terms:

12X + 3X + 8(X-2)

23x - 16

400

Solve when X = 3 and Y = 4

5x2 - 4y + 10

39

400

What is the variable in the expression?

3y + 14

y

500

Sarah and Emily are both making bracelets. Sarah uses beads in groups of 18, and Emily uses beads in groups of 24. They want to create sets of bracelets that have the same number of beads in each group. What is the GREATEST number of beads that they can use in each set? 

9

500

Write a phrase that represents the expression below:

8x + 4 

Eight times a number plus four (or similar) 

500

Write the equivalent expression using exponents. 

3 x 3 x 3 x 3 x 3 x 9 x 9 x 9 x 9

3x 94

500

Evaluate when M = 2 and X = 7

9M + 4X + 3X + 7M

81

500

James and Maria are both training for a race. James runs around the track every 12 minutes, while Maria runs around the track every 15 minutes. They both start running at the same time. After how many MINUTES will they both be at the starting point at the same time?

60 minutes

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