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Relative, cumulative: frequency Frequency Distribution Table.

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Relative, cumulative: frequency Frequency Distribution Table
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Page 1: Relative, cumulative: frequency Frequency Distribution Table.

Relative, cumulative: frequency

Frequency Distribution Table

Page 2: Relative, cumulative: frequency Frequency Distribution Table.

Percentile

The pth percentile of a distribution is the value such

that p percent of the observation fall at or below it.

Page 3: Relative, cumulative: frequency Frequency Distribution Table.

Standardized test scores

Roberto received his ACT score and it says he’s in the 80th percentile. What does

that mean?

80% of the people who took the test earned scores that were less than or equal to your

score.

Page 4: Relative, cumulative: frequency Frequency Distribution Table.

Frequency Distribution TableFrequency

distribution A tabulation of the number of individuals in each category on the scale of measurement.

Page 5: Relative, cumulative: frequency Frequency Distribution Table.

Age of US presidents at their respective

inauguration

Page 6: Relative, cumulative: frequency Frequency Distribution Table.

Presidential Ages at Inauguration

1. Get the range of the ages of the presidents42 to 69

2. Decide on what class size to use

Class width of 5 from 40-44, 45-49...

3. Construct your frequency distribution table

Page 7: Relative, cumulative: frequency Frequency Distribution Table.

Class size frequency

Relative frequency

Cumulative

frequency

Relative Cumulative Frequency

40-44 2 2/43 = 4.7% 2 2/43 = 4.7%

45-49 6 6/43 = 14.0% 8 8/43 = 18.6%

50-54 13 13/43 = 30.2% 21 21/43 = 48.8%

55-59 12 12/43 = 27.9% 33 33/43 = 76.7%

60-64 7 7/43 = 16.3% 40 40/43 = 93.0%

65-69 3 3/43 = 7.0% 43 43/43 = 100%

Total 43

FDT: Ages of the presidents at inauguration

Page 8: Relative, cumulative: frequency Frequency Distribution Table.

Constructing your OGIVEOGIVE: Relative Cumulative Frequency Graph

Was Bill Clinton a young president?

According to our ogive, it

shows that Clinton’s age

places him at the 10% RCF

mark. Therefore Clinton

was younger than about

90% of all the US presidents

based on his inauguration

age.

Page 9: Relative, cumulative: frequency Frequency Distribution Table.

Let’s find the distribution of the height of all the students in room 34 during this period.

Page 10: Relative, cumulative: frequency Frequency Distribution Table.

Your turn!Height of 2011-2012 AP Statistics Students of BHS

Range:Class

width and size:

73 - 59 = 14

Width: 3Size: 58-60; 61-63; 64-66; 67-69; 70-72; 73-75

Page 11: Relative, cumulative: frequency Frequency Distribution Table.

Class size frequency

Relative frequency

Cumulative

frequency

Relative Cumulative Frequency

58-60 2 2/26 = 7.7% 2 2/26 = 7.7%

61-63 8 8/26 = 30.8% 10 10/26 = 38.5%

64-66 4 4/26 = 15.4% 14 14/26 = 53.8%

67-69 6 6/26 = 23.1% 20 20/26 = 76.9%

70-72 4 4/26 = 15.4% 24 24/26 = 92.3%

73-75 2 2/26 = 7.7% 26 26/26 = 100%

Total 26

FDT: Height of 2011-2012 AP Statistics Students of BHS

Page 12: Relative, cumulative: frequency Frequency Distribution Table.

Ogive: Height of 2011-2012 AP Statistics Students of BHS

Page 13: Relative, cumulative: frequency Frequency Distribution Table.

Vocabulary Summary

Individuals variablescategorical

quantitative

Dotplots

Stemplotshistogram

center

spread

shape skewness

outlier

ogive

FDT

Individualspercentile

Page 14: Relative, cumulative: frequency Frequency Distribution Table.

Statistical toolsDescribing SOCS and skewness

Constructing dotplots and stemplots

Describing the SOCS of your distribution

Creating histogram

Generating histogram using graphing calculator

Organizing data by FDT

Constructing ogive and finding percentile using ogive.


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