Order of Operations
Classifying Numbers
Functions
Correlation
Measures of Central Tendency
100

5 + 6 * 9

59

100

Name an example of a whole number

1, 2, 3, etc. 

100

Identify independent/dependent variable: 

Cost of phone bill, number of minutes on the phone call

Dependent - cost

Independent - number of minutes

100

What does positive correlation look like?

Data points go up when you look at the graph from left to right. 

100

85, 87, 81, 92, 87, 80, 83

Find the mode

87

200

40 - 2 * 3^2

22

200

Name an example of an integer

-2, -1, 0, 1, 2...

200

Identify independent/dependent variable: 

Pressure, depth under water

Dependent: pressure

Independent: depth under water

200

What does negative correlation look like?

Data points go down when you look at the graph from left to right. 

200

85, 87, 81, 92, 87, 80, 83

Find the median 

85

300

8 + 12 / 6 - 3

7

300

Name the set(s) this number belongs to:

-1

integers, rational numbers

300

Identify independent/dependent variable: 

Tom has $8. He wants to buy oranges which cost $.75 a piece. 

Independent - money spent 

Dependent - number of oranges bought

300

What does no correlation look like?

Data points appear random, no trend up or down. 

300

85, 87, 81, 92, 87, 80, 83

Find the mean 

85

400

5 * 3^2 - 13 

32

400

Name the set(s) this number belongs to: 

sqrt(5)

irrational numbers

400

Identify independent/dependent variable: 

Anna earns $6.50 per hour at her job. She can work up to 18 hours per week. 

Independent - hours worked

Dependent - money earned

400
What kind of correlation? 


Time spent studying, and test scores

positive

400

2.4, 2.3, 2.1, 2.5, 2.3, 2.2

Find the median and mode

median = 2.3

mode = 2.3

500

21 + 49 / 7 + 1 

29

500

-32 / 95

rational numbers

500

Write the rule 

1    6

2    9

3    12 

4    15

y = 3x + 3 

500

What kind of correlation?

The price of eggs, the number of video games sold

No correlation
500

2.4, 2.3, 2.1, 2.5, 2.3, 2.2

Find the mean

2.3