Distributive Property
Algebraic Proportions
Multi-Step Equations
Literal Equations
Word Problems
100
8(x + 4)
What is 8x + 32
100
x/3 = 3/9
What is x = 1
100
6(1 - 3x) = -66
What is x = 4
100
Solve for a: a + b = c
What is a = c - b
100
Write an equation: A shoe store is having a sale and selling pairs of shoes for $45 each. Write an equation that can be used to find the total sales of shoes (T), in dollars, given the number of pairs (p) sold.
What is T = 45p
200
6(p - 14)
What is 5p - 84
200
n + 9/10 = 9/5
What is n = 9
200
x + 8x - 6 = 1
What is x = 7/9
200
Solve for b. ab - c = d
What is (d + c) /a
200
Write an equation: Frank’s car can travel 28 miles for every gallon of gas he puts in his car. Write an equation that can be used to find the total number of miles (M) Frank can drive given the amount of gas (g), in gallons, he pumps into his car.
What is M = 28g
300
-3(g - 10)
What is -3g + 30
300
10/n-5 = 8/n-1
What is n = -15
300
7(3x + 4) -1 = -78
What is x = -5
300
Solve for a: b = (a + m)/7
What is 7b - m
300
Brandi went to a library and a book store during the weekend. The library has 33 different mystery series which is 3 more than 2 times the amount of mysteries at the book store. Write an equation that can be used to find the number if mysteries (x) at the book store. How many mysteries at the book store?
What is 15 mysteries
400
3(x - 9) + 3x + 12
What is 6x - 15
400
3/k = 2/k + 8
What is k = -24
400
7(-10 + 3x) = -238
What is x = -8
400
Solve for c: (c + a)/t = s
What is st - a
400
Sarah’s hourly wage is $3.00 less than twice Jenny’s hourly wage. Write an equation to find Jenny’s hourly wage If Sarah earns $10.50 per hour: How much does Jenny earn per hour?
What is $6.75
500
-4(-x - 7) - x - 12
What is 3x + 16
500
x + 6/3 = x - 5/-2
What is x = 3/5
500
14 = -4 + 6(5p - 7)
What is p = 2
500
Solve for a: ca/k + e = s
What is a = (s - e)K _______ c
500
The sum of two consecutive integers is 54. What are the two integers?
What is 26 and 28
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