Equations
Inequalities
Area and Circumference
Volume
Data Analysis
100

Solve for x.

2x+4=18

x=7

100

Draw the graph of this inequality. 

x<5

See results on white board

100

The formula to find area of a circle

A=πr2

100

The formula for Volume of a Rectangular Prism. 

V=Base * Height or V=lwh

100

Find the mean of this set of data. 

62,60,70,78,60,66

66

200

Solve for x

12+7x=103

x=13

200

12x+6>114

x>9

200

The radius of a circle with a diameter of 25

r=12.5

200

Volume is measured in _____ units

cubic units.  

200

Find the median of this set of data

57, 63, 70, 60, 59, 59, 61


60

300

Solve for 5x+15=-75

x=-18

300

-4x+3<27

x>-6

300

The area in terms of π for a circle with a radius of 8.

A=64π

300

The volume of a cereal box with a height of 13 inches, a length of 8 inches and a depth of 2.5 inches.

260 cubic inches

300

What is the range of the data below?

131, 227, 89, 116, 94,169, 198

138

400

The first step when solving for x in the following equation:

16-3x=-17

Subtract 16 from -17

400

This inequality has the same solution set as  2-x>18

a.   3x-8>16  

b.    5x+50<10


x<-8

400

The circumference of a circle with a diameter of 18 cm

C=18π  or 56.52 cm

400

The volume of a rectangular prism with these measurements.

l= 7 1/2 inches

w=10 inches

h=3/4 inches

V=56.25 inches cubed

400

An outlier affects this measure of central tendency the most. 

Mean

500

4(-4x+1)=36


x=-2

500

-8(x+2)>-40


x<3

500

The area of a circle with a CIRCUMFERENCE of 18.84 cm. 

A=9π    or A=28.26

500

The volume of a CYLINDER with a height of 10 inches and a diameter of 12 inches. 

V=1130.4 cubic inches

500

A survey found that 12 out of every 15 students eat cereal at least once per week. If there are 850 students in the school, how many are likely to eat cereal at least once per week?

680

M
e
n
u