Equations
Proportions
Integers
Linear Relationships
Percents
100
Solve for x: x + 15 = 85
70
100
There are 3 pigs for every 5 cows. How many pigs are there if there are 100 cows?
60
100

-2+8

6

100

What is the slope of the equation y=2x+1?

2

100
Find 25% of 200.
50
200

Solve for x: x - 15 = -15

0

200
3 feet represents 50 miles... How many miles will 27 feet represent?
450
200
Solve: -3 raised to the fourth power
81
200

Does this equation y=2x represent a proportional relationship?

Yes

200
Find 50% of 250.
125
300

Solve for x: -0.5x=40

-80

300
A 25 foot flagpole has a 10 foot shadow. Find the height of a person with a 5 foot shadow.
12.5
300
Solve: -5 + -20 + 15 =
-10
300

What is the point-slope form of a line that goes through (9,2) with a slope of -3?

y-2=-3(x-9)

300
Find the sale price on a winter coat regularly priced at $250 and on sale with a 20% discount.
$200
400

Solve for x: -3x - 26 = 160

-62

400
A model of a 220 foot tall building is 25 inches tall and 10 inches wide. How wide is the actual building?
88 feet
400

Solve: -100 + 40 + 10 + -30 =

-80

400

Delaney already has 3 dozen cupcakes and is making cupcakes at a rate of 2 dozen per hour. Represent this situation with a slope-intercept form equation. 

y=2x+3

400
Find the percent of decrease: original price: $25 sale price: $15
40% decrease
500
Solve for x: 5x - 14 = 3x + 20
17
500
A model car is made to a scale of 2 to 25. If the model is 15 in long, how long, in inches, is the actual car?
187.5 in
500
Solve: -120 + 50 + -40 + 10 =
-100
500

Write an equation in slope-intercept form for this situation. After 2 minutes, Tanner is 6 miles from home. After 8 minutes, Tanner is 24 miles from home. 

y=3x

500

Find the percent of increase: original price: $ 50 new price: $70

40% increase

M
e
n
u