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S Id B 5 Frequency Tables

STANDARD S.

ID.

B.

5 AI.

Summarize categorical data for two categories in two-way frequency tables.

Interpret relative frequencies in the context of the data (including joint, #, S.

ID.

B.

5: Frequency Tables 2 1 A middle school conducted a survey of students to determine if they spent more of their time playing games or watching videos on their tablets.

The results are shown in the table below.

Playing Games Watching Videos Total Boys 138 46 184 Girls 54 142 196, S.

ID.

B.

5: Frequency Tables : 12) The school newspaper surveyed the student body for an article about club membership.

The table below shows the number of students in each grade level who belong to one or more clubs.

1 Club 2 Clubs 3 or More Clubs: 9th 90 33 12 10th 125 12 15 11th 87 22 18.

, Common Core Standard: S-ID.

B.

5 and S-ID.

C.

9.

Packet.

5.

1 Frequency Tables, Table of Contents > > > > > > > > > > Pacing Guide Contact 5.

1 Frequency Tables.

Common Core Standard: S-ID.

B.

5 and S.

5.

1 Frequency Tables.

Common Core Standard: S-ID.

B.

5 and S-ID.

C.

9.

, S.

ID.

B.

5: FREQUENCY TABLES 15 A public opinion poll was taken to explore the relationship between age and support for a candidate in an election.

The results of the poll are summarized in the table below.

Age For Against No Opinion 21-40 30 12 8, S.

ID.

B.

5: FREQUENCY TABLES 17 The school newspaper surveyed the student body for an article about club membership.

The table below shows the number of students in each grade level who belong to one or more clubs.

If there are 180 students in ninth grade, what percentage of the ninth grade students belong to more than one club?

, Two-way frequency tables # Interpret a two-way table ( S-ID.

B.

5 ).

# Understand that the choices made when organizing data can lead to different conclusions ( S-ID.

B.

5 ).

Sometimes, it is illuminating to categorize univariate data, especially when the categories might influence the values of the variable.

For example, in health studies.

, This table is a two-way frequency table because we can break the data down into 2 categories: male or female (100 of them are male and 100 of them are female), or by favorite superhero (87 prefer Wonder Woman, 63 prefer Batman and 50 prefer Superman).

Students should also be able to convert this data into a two-way relative frequency table :s id b 5 frequency tables