Write Algebraic Expressions/Equations
Solving Equations and Inequalites
Evaluating Expressions
Factoring and Expanding Expressions
Inequalities
100
Ms. Barnett runs 4 miles every day. Write an EQUATION that could be used to figure out how many days she ran for if she ran a total of 44 miles.
44 = 4d    OR    44 / 4 = d
100
Solve the following equation:  x - 25 = 50
x = 75
100
Evaluate 2x + 12 when x = 8
28
100

Final Jeopardy

Factor

21a – 15ab

3a (7 - 5b)

100
Solve the following inequality and graph it on a number line: 

 4x > 28

x > 7
200
Alisa went to an amusement park. It cost her $7 just to enter. Then, it cost her an additional $2 per ride. Write an expression that can represent this situation if r is the number of rides Alisa went on.
7 + 2r
200
Solve the following equation: 8x = 88
x = 11
200

Evaluate 3x2 when x = 4

48
200

Factor:

4x + 12

4 (x+3) 

200

Solve and graph the following inequality:

 x + 4 > or = 10

x > 6

300
Write an expression to match: "the sum of 5 and a variable, x, which has a coefficient of 3" 
5 + 3x  or   3x + 5
300
Solve the following equation: 

 x/1.5 = 7

x = 10.5
300

Evaluate 5x2 - 2x   when x = 3

39
300

-10(3x -7)

-30x +70

300
Write and graph the following inequality: 

 It snowed more than 16 inches on Tuesday.

s > 16
400
Ms. DiTroia bought 5 staplers and spent a total of $32.50. Write AND solve an equation that can be used to determine c, the cost for one stapler.
5c = 32.50,    c = 6.50
400

Solve the following equation:  11/2 x = 9

x = 6
400

Evaluate  8x2 + 3w  

when x = 1/2  and  w = 6

20
400

5p + 6(4x -2)      

5p + 24x -12

400

Write and graph the following inequality: 

 There are no more than 15 sixth graders who did Math Olympiad.

x < 15

500
Write an algebraic expression for the following: "6 less than double a number"
2x - 6
500

Solve and graph the following inequality: 

-2X <  4

x >  -2

500

Evaluate 4y + 8x - k  

when y = 12,  x = 1/2,  and k = 1

51

500

4(2x – y) – (x – 5y)  

8x -4y -x + 5y

8x -x +5y - 4y

7x + y

500

Write an inequality to represent the following situation. Then solve and graph the solutions: 

Ashley earns $14 per hour at her job. How many hours, h, would she have to work if she wants to earn at least $210?

14h > or = 210;   h > = 15

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