Cookie Confusion
Substitution Station
Substitution Station 2
Naming Parts of an Expresion
Writing Algebraic Expressions
100
Write an expression for the following statement: Kiko made 10 fewer sugar cookies than Steve.
x - 10
100
Evaluate the following expression: 8a a=3
24
100
Evaluate the following expression: 4b b=8
32
100
What is the coefficient in this expression? 6n + 12
6
100
Write an algebraic expression for the following situation: 12 times a number
12y
200
Write an expression for the following statement: Sandra made 5 times as many cookies as Steve.
5y
200
Evaluate the following expression: 4c+2 c=0
2
200
Evaluate the following expression: 6d+10
28
200
What is the constant in this expression? x - 12
12
200
Write an algebraic expression for the following situation: p pennies added to 22 pennies
p + 22
300
Write an expression for the following statement: Tommy frosted 8 more cookies than Kiko.
8 + x
300
Evaluate the following expression: 7e+1 e=4
29
300
Evaluate the following expression: 3f+10 f=2
16
300
What are the variables in the following expression? 2ab + f
a, b, and f
300
Write an algebraic expression for the following situation: 18 fewer than a number
x - 18
400
The boys washed half as many dishes as the girls cleaning up.
g/2
400
Evaluate the following expression: 3g+7 g=1
10
400
Evaluate the following expression: 11h - 1 h=2
21
400
What are the coefficients in the following expression? 5d - 12x + 2
5 and 12
400
Write an algebraic expression for the following situation: a number divided by 2
x/2
500
Write an expression for the following statement: The boys made 500 fewer cookies than the girls.
g - 500
500
Evaluate the following expression: i+2 i=(-5)
-3
500
Evaluate the following expression: 6j + 6 j=10
66
500
What is the constant in the following expression? (-11) - b
(-11)
500
Write an algebraic expression for the following situation: 5 less than 3 times a number
3y - 5
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