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Bellwork Find the mean, mode, range for the following data

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33

7

10

2

1, 5, 3, 2, 4, 4, 2, 3, 4, 5

1, 2, 2, 3, 3, 4, 4, 4, 5, 5

Mean =

3.3

Median =

=

3.5

=

Lower Q=

2

Least (min) =

Upper Q=

Mode =

4

1

4

Greatest (max) =

Range =

5

4

1 2 3 4 5 6 7 8 9 10

Box and Whisker Review

Use the box-and-whisker plots below to answer each question.

Maroon’s Shoe Store

Green’s Shoe Store

20 24 26 28 30 32 34 36 38 40 42 44 tNumber of Shoes Sold in One Week at Each Store

Which shoe store has a greater median?

The median number of shoes sold in one week at Green’s Shoe Store, about 32, is greater than the median number of shoes sold in one week at Maroon’s Shoe Store, about 28.

Use the box-and-whisker plots below to answer each question.

Maroon’s Shoe Store

Green’s Shoe Store

20 24 26 28 30 32 34 36 38 40 42 44 tNumber of Shoes Sold in One Week at Each Store

Which shoe store has a greater interquartile range?

Maroon’s shoe store has a longer box, so it has a greater interquartile range.

Use the box-and-whisker plots below to answer each question.

Maroon’s Shoe Store

Green’s Shoe Store

20 24 26 28 30 32 34 36 38 40 42 44 tNumber of Shoes Sold in One Week at Each Store

Which shoe store appears to be more predictable in the number of shoes sold per week?

The range and interquartile range are smaller for Green’s Shoe Store, so the number of shoes sold per week is more predictable at. Green’s Shoe Store.

City A = 460

City B = 450

City A=550-425=125

City B = 475-440=35

City A=600-350=250

City B = 625-350=275

Unit 1

Chapter 7

Section 8

Populations and Samples

Pg. 412

- How do you compare and analyze sampling methods?

- Population: the entire group of objects or individuals considered for the survey

- Sample: part of the population

- Random Sample: a sample in which each member of the population has an equal chance of being selected

- Convenience Sample: sampling the most available subjects in the population to obtain a quick result

- biased sample: a sample that does not fairly represent the population

Populations and Samples Video Cliphttp://player.discoveryeducation.com/index.cfm?guidAssetId=D24D0978-BB7A-428E-94D7-855550A56B56&blnFromSearch=1&productcode=US

- Write down 3 facts about samples and populations from the video.
- Use complete sentences.
- 1.
- 2.
- 3.

Determine which sampling method will better represent the entire population. Justify your answer.

Convenience sample

Random sample

Jon’s sample is a random sample, giving every band member equal chance to be surveyed, so it is the better method.

Daria’s survey is better because she has randomly selected customers from the store.

Vonetta’s method is best because she uses a random sample.

Determine whether each sample may be biased. Explain.

A. The mayor surveys 100 supporters at a rally about the most important issues to be addressed by the city council.

The sample is biased. The supporters may have different ideas than those not at the rally.

B. The principal sends out questionnaires to all of the students to find out what kind of music students prefer at dances.

It is not biased. The sample is random. The students all have a chance to respond.

Turn to page 414 and answer 2-3 and 6-7

The sample is random because ever customer has a chance to be picked for the 500.

The sample is biased because all city residents may not eat at this restaurant.

The sample is biased because listeners of the station are more likely to enjoy the music the station plays.

It is a random sample.

Suki’s method will better represent the school population because uses a random sample. Dinah’s method will produce results that are not as representative of the entire population because she uses a convenience sample.

The sample is not biased because it is a random sample.

The sample is biased. It is likely that not all high school students will choose the same kind of music as those who chosen by those who attended a jazz concert.

yes

no

no

yes

no

yes

Yes because different passengers on other flights might feel differently

no

no

Yes because people at a movie might spend more/less then other people in the state

- Complete the handout titled 7-8 Practice C.
- Read each question carefully and make sure you explain your answer.
- Take your time.

- 1. When can a sample be biased?
- 2. Why is it important to use a random sample when looking at data?

- 7-8 Puzzles, Twisters, and Teasers

- Workbook page 65