Evaluating Expressions
Mixed Review
Problem Solving
Algebraic Equations & Expressions
Math Mystery
100

2x when x=5

10

100

What does LCM stand for?

Least Common Multiple

100

Kelly does 25 sit-ups 3 times per week. How many sit-ups does she do in one week?

75

100

Evaluate 3n + 4 when n = 3

13

100

What does "PEMDAS" stand for?

What is Parenthesis, Exponents, Multiplication, Division, Addition, Subtraction?

200

6 + x when x=10

16

200

Write an expression for "three less than a number d"

What is d - 3? 

200

Margaret's sister is 5 feet tall. Ollie's cousin is 6 feet, 3 inches tall. How many inches taller is Ollie's cousin?

15 inches

200

8x + 4 when x = 5

44

200

Who has the next birthday in 6th grade?

Ella

300

50/x

when x=2

25

300

What does GCF stand for?

What is Greatest Common Factor?

300

Victoria is babysitting. She makes $11 per hour and works 3.5 hours. How much $ does she make?

$38.50

300

Use the distributive property to write this expression as a sum of two factors: 

2(x + 6) 

2x+12


300

When you divide fractions, what is the phrase/rule we use?

Keep, Change, Flip 

400

20.5 - x when x=19

1.5

400

Simplify the expression.

3x + 5x - 30

8x - 30

400

Julieta has 40 stickers and 32 lollipops.  She wants to give her friends the same number of stickers and the same number of lollipops with none left over. What is the greatest number of friends she can give them to?

8 friends

400

Solve the equation:

13.65 = h + 4.88

What is h = 8.77?


400

The minutes between the end of math class (9:40 a.m.) the start of lunch (12:15 p.m.)

155 minutes
500

Write an expression to represent the combined area of the rectangles.

7x + 21 or 7(x+3)

500

Simply the expression (combine the like terms):

3x + 5 + 1 - 2x + x

2x + 6

500

Marlena withdrew $80 from her bank account. She now has $30.45 in her account. How much did she have to start with? 

$110.45

500

One pound of limes cost $1.79. Write an expression to represent how much p pounds of limes would cost.

1.79p

500

Rewrite this expression as a product of two terms (use parentheses!): 

10x - 40

10(x - 4) 

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