Definitions
E and T Probability
Solve Mean, Median, Mode, Range
Outliers, Application of Averages
100

What is the name of this unit?

Data Analysis

100

A number cube is labeled from 1 to 6. The cube is rolled 100 times and each outcome is recorded. 

Outcome       1       2        3       4       5       6 

Frequency    19     15       17     23      21     5

What is the experimental probability of rolling a 3?

17/100

100

What is the mean for this data set?

3,     5,     14,     23,    60

21

How? Add 3 +  5 + 14 +  23 + 60

105. Now divide 105/5 = 21

100

Identify any outliers in this data set.

10,   20,   35,   12,   15,   95

95 

95 is the biggest number here. All the other numbers are between 10 and 35, a gap of only 25, whereas 95 is a very big number far away from the rest of the data.

200

What does experimental probability mean and theoretical probability mean?

Experimental probability = the result of an experiment after a large number of tries, 

Theoretical probability = what is expected to happen based on possible outcomes

200

A number cube is labeled from 1 to 6. The cube is rolled 100 times and each outcome is recorded. 

Outcome       1       2        3       4       5       6 

Frequency    19     15       17     23      21     5

What is the experimental probability of rolling an odd number?

57/100

200

What is the mode of this data set?

23,   23,    44,    78,   55,   44

23 and 44 

23 repeats 2 times

44 repeats 2 times

200

Identify any outliers in this data set.

17,   44,   37,   242,   88,   43

242

242 is the biggest number here. All the other numbers are between 17 and 88, a gap of only 71, whereas 242 is a very big number far away from the rest of the data.

300

The word mean is defined as the ___________, and the word mode is defined as the ______________.

Average, most frequently repeated number

300

A spinner is divided into equal sections. The sections are labeled different colours. The pointer is spun. 

What is the theoretical probability of the pointer landing on blue?

3 blue

5 red

3 green

1 yellow

3/12

300

Arrange the numbers in each set from smallest to biggest. 

Find the median.

75,     31,    29,     44,    2

31

Data set in order from smallest to biggest, 31 is in the middle so it's the median

2,  29,  31,  44,  75

300

When the data represent measures such as clothing sizes, the ________ best represents the data. A store needs to re-stock the sizes that sell the most.

Mode

400

How is the mean calculated/found/solved for?

By adding all of the numbers together, then dividing by the amount of numbers in the data set

400

A spinner is divided into equal sections. The sections are labeled 1 to 8. The pointer is spun. 

What is the theoretical probability of the pointer landing on an odd number? 

4/8 or 1/2

400

Arrange the numbers in the set from smallest to biggest. 

Then find the range.

13,           19,             26,             10,              43

33

Biggest number is 43

Smallest number is 10 

43 - 10 = 33

400

When the numbers in a data set are very different, the _________ is the best average.

Median

500

The word median is defined as ________, and the word range is defined as ________________

The middle number when the data are arranged in order, tells how spread apart the data is (biggest minus the smallest number)

500

10 marbles are in a bag. 

3 are green 

4 are yellow 

2 are pink 

1 is blue

What is the theoretical probability that the marble is pink?

2/10

500

What are the formulas for both experimental probability mean and theoretical probability?

Experimental probability = number of times the event occurs / total number of trials

Theoretical probability = number of favourable outcomes / number of possible outcomes

500

When the numbers in the data set are not very different from each other, the ________ is the best average.

Mean