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Sep 18th Graded Assignment Sampling Techniques/Data Collection

Total questions: 153

Worksheet time: 4hrs 1mins

Name
Class
Date
1.

There are 30 people. 11 are picked to take a survey. What is the sample?

a)

All 30 people

b)

The 11 people who take the survey

c)

The 19 people who do not take the survey

2.

250 people go to a soccer game. 4 people are picked to march in a victory parade. What is the sample?

a)

All 250 people

b)

The 4 people who get picked

c)

The 246 people who do not get picked

3.

Jessica is studying students at Commodore who play instruments. She surveys 75 students in the school. What is the population?

a)

The 75 students who get picked

b)

All students at Commodore

c)

The students who do not get picked

d)

All people in the world

4.

Mr. Martin wants to know if students prefer cheese or pepperoni pizza. He surveys 50 out of 900 students. What is the population?

a)

All 900 students at Commodore

b)

All students who like pepperoni pizza

c)

The 50 students who get picked

d)

All people in the world

5.

Ms. Smyles randomly picks 2 students in the class to give a cookie. What is the sample?

a)

All students at Commodore

b)

All students in the class

c)

The 2 students who get a cookie

d)

The students who do not get a cookie

6.

Sameer surveys 15 students in his class to get ideas for his science project. What is the population?

a)

All students at Commodore

b)

All students in Sameer's class

c)

The 15 people who get picked

d)

All people in the world

7.

A good sample must be: representative and random.

(Watch Mr. Jackson's video for help)


Which picture is a way to pick a random sample?

a)
b)
c)
d)
8.

A good sample must be: representative and random.

(Watch Mr. Jackson's video for help)


Which picture shows a representative sample?

a)
b)
c)
d)
9.

For a school project, three students need to produce a sample of students at their school. Which of the following methods leads to a random sample?

a)

Numbering all the students and produce the sample from a random list of numbers

b)

Calling for volunteers at the school assembly

c)

Calling for volunteers via social media

d)

Asking each of their friends to name three further friend2

10.

At a local golf club, there are 50 male members and 30 female members. A representative sample of 10 random male members and 6 random female members is chosen. Which of the following is the sampling method used?

a)

simple random sampling

b)

systematic random sampling

c)

stratified sampling

11.

involves simply asking anyone who happens to be there if they would like to participate.  For instance, asking students in the library if they would be willing to complete a survey.

a)

random sampling

b)

convenience sampling

c)

volunteer sampling

d)

snowball sampling

12.

Which of the following is an example of categorical data?

a)

Height

b)

Number of Credits Earned

c)

Grade in School

d)

Grade Point Average

13.

Which of the following is an example of a quantitative variable?

a)

Supervising Manager

b)

Hours Worked

c)

Pay Scale Group

d)

Certification

14.

Look at each data set's standard deviation.

Set 1: 15.9

Set 2: 14.64

Set 3: 17.88

Which set of data has values that are closer in relation to the mean value of the data?

a)

Set 1

b)

Set 2

c)

Set 3

d)

Not enough information is provided

15.



(a)  

16.

f(x)=5x12f\left(x\right)=5x-12 What is f(4)f\left(-4\right)

a)

-32

b)

-3

c)

-12

d)

3

17.

How many girls should be selected?

(a)  

18.

How many students from year 7 should be selected?

(a)  

19.

How many students from year 8 should be selected?

(a)  

20.

How many students from year 9 should be selected?

(a)  

21.

How many students from year 10 should be selected?

(a)  

22.

How many students from year 11 should be selected?

(a)  

23.

How many students from year 12 should be selected?

(a)  

24.

How many boys should be selected from year 7?

(a)  

25.

How many boys should be selected from year 8?

(a)  

26.

How many boys should be selected from year 10?

(a)  

27.

How many boys should be selected from year 11?

(a)  

28.

How many boys should be selected from year 12?

(a)  

29.

How many boys should be selected from year 13?

(a)  

30.

Identify the sampling method used in this situation. 

Select three JV and three Varsity basketball players to receive ice cream by putting the JV names in one hat and all the Varsity names in a different hat and picking out three names from each hat. 

a)

Simple Random

b)

Systematic

c)

Stratified

d)

Cluster

31.

A school chooses 3 randomly selected athletes from each of its sports teams to participate in a survey about athletics at the school. What kind of sampling technique is used?

a)

Simple random sampling

b)

Cluster Sampling

c)

Stratified Sampling

d)

Systematic Sampling

32.

Willy wants to find what percent of students at his school drink milk after they finish their cereal. He randomly selects 10 students from each grade level (freshmen, sophomore, and junior, senior). What type of sampling is this?

a)

Simple random sampling

b)

Cluster Sampling

c)

Stratified Sampling

d)

Systematic sampling

33.

Group the businesses according to type: medical, shipping, retail, manufacturing, financial, construction, restaurant, hotel, tourism, other. Then select a random sample of 10 businesses from each business type. What kind of sampling techniques is this?

a)

Systematic sampling

b)

Cluster Sampling

c)

Stratified sampling

d)

Convenience sampling

34.

Mrs. Trahan samples her class by selecting 5 girls and 7 boys.  This type of sampling is called?

a)

Stratified

b)

Systematic

c)

Simple

d)

Cluster

35.

Farmer Joe separates his farm into 10 regions.  He then randomly selected 5 trees from each region to estimate the number of apples produced on his apple tree farm.  This is _____________ sampling.  

a)

Cluster

b)

Systematic

c)

Stratified

d)

Simple

36.

Calculate the number of parts for C

a)

11

b)

3

c)

30

d)

12

37.

Calculate the number of parts for D

a)

11

b)

7

c)

6

d)

12

38.

Calculate for dark choc

a)

50

b)

66

c)

130

d)

33

39.

Calculate for white choc

a)

82

b)

20

c)

40

d)

39

40.

Which sampling method divides the population into subgroups and takes samples from each subgroup?

a)

Convenience sampling

b)

Cluster sampling

c)

Random sampling

d)

Stratified sampling

41.

Sampling method that in which the population is divided into HOMOGENEOUS groups and SRS’s are pulled from each group.

a)

Stratified Sampling

b)

Simple Random Sampling (SRS)

c)

Cluster Sampling

d)

Systematic Sampling

42.

This type of sampling is called what?

a)

Stratified

b)

Systematic

c)

Simple

d)

Quota

43.

A teacher conducting research on a statistical intervention decided to divide her students into age groups and then select students from each group.

a)

Simple Random Sampling

b)

Systematic Random Sampling

c)

Stratified Random Sampling

d)

Cluster or Area Sampling

44.

The teacher samples her class by randomly selecting 5 girls and then randomly selecting 7 boys.  This type of sampling is called?

a)

Stratified

b)

Systematic

c)

SRS

d)

Cluster

45.

A researcher wants to ensure that both urban and rural populations are represented in a study about health behaviors. Which sampling method should the researcher use?

a)

Simple random sampling

b)

Stratified sampling

c)

Convenience sampling

d)

Quota sampling

46.

A sample in which members of the population are divided into two or more subsets called strata that share a common characteristic. The participants are then randomly selected from each group.

a)

Systematic Random Sample

b)

Stratified Random Sample

c)

Cluster Sample

d)

Simple Random Sample

47.

A population is divided into smaller groups that share a similar characteristic. A sample is then randomly selected from each group.

a)

self-selected sample

b)

systematic sample

c)

stratified sample

d)

cluster sample

48.

when a population is divided into groups with similar characteristics and a sample is randomly chosen from each group

a)

stratefied sampling

b)

cluster sampling

c)

systematic sampling

d)

convenience sampling

49.

A (a)   sample is used when it is important to have members from each segment of the population. Depending on the study, members are divided up into 2 or more different subsets, called strata, that share a similar characteristic, such as age, gender, ethnicity, or even political preference. A sample is then randomly selected from each strata.

50.

A mid-size paper company wishes to take a random sample of its clients. Clients are divided into Small (under $50k), Medium ($50k to $250k), and Large (over $250k). A random digits table is used to select 30 small, 15 medium, and 10 large clients.​

Choose from the below words

Convenience Sample

Voluntary response Sample

SRS

Cluster Sample

Stratified Sample

Systematic Sample

51.

What is stratified sampling?

a)

A sampling technique where the population is divided into equal parts

b)

A sampling technique where the population is divided into subgroups or strata based on certain characteristics, and then a random sample is taken from each stratum in proportion to its size or importance.

c)

A sampling technique where the population is divided based on age

d)

A sampling technique where the population is divided based on gender

52.

Which of the following surveying methods divides individuals by a shared attribute, then randomly surveys members within each attribute-group?

a)

Simple random

b)

Stratified random

c)

Cluster random

d)

Strategic Random

53.

How does stratified sampling improve the accuracy of the sample results?

a)

By reducing the sample size needed for accurate results.

b)

By ensuring that every member of the population has an equal chance of being selected.

c)

By minimizing sampling bias through proportional representation of subgroups.

d)

By selecting only the most accessible members of the population.

54.

The president of a college randomly selects 2 students from each department to serve on a student advisory board.

a)

Convenience

b)

Systematic

c)

Stratified

d)

Simple Random

55.

Which of the following is an advantage of stratified sampling over simple random sampling?

a)

It is easier to implement.

b)

It ensures a more diverse sample.

c)

It requires less knowledge about the population.

d)

It ensures that every subgroup is represented proportionally.

56.

What type of sampling is shown here?

a)

Simple Random Sample

b)

Systematic Sample

c)

Cluster Sample

d)

Stratified Sample

57.

What type of sampling is shown?

a)

Simple Random Sample

b)

Systematic Sample

c)

Cluster Sample

d)

Stratified Sample

58.

What type of sampling is shown?

a)

Simple Random Sample

b)

Systematic Sample

c)

Cluster Sample

d)

Stratified Sample

59.

What type of sampling is shown?

a)

Simple Random Sample

b)

Systematic Sample

c)

Cluster Sample

d)

Stratified Sample

60.

What type of sampling is shown?

a)

Simple Random Sample

b)

Systematic Sample

c)

Cluster Sample

d)

Stratified Sample

61.

What type of sampling is shown?

a)

Simple Random Sample

b)

Systematic Sample

c)

Cluster Sample

d)

Stratified Sample

62.

What type of sampling is shown?

a)

Simple Random Sample

b)

Systematic Sample

c)

Cluster Sample

d)

Stratified Sample

63.

What type of sampling is shown?

a)

Simple Random Sample

b)

Systematic Sample

c)

Cluster Sample

d)

Stratified Sample

64.

What type of sampling is shown?

a)

Simple Random Sample

b)

Systematic Sample

c)

Cluster Sample

d)

Stratified Sample

65.

What type of sampling is shown?

a)

Simple Random Sample

b)

Systematic Sample

c)

Cluster Sample

d)

Stratified Sample

66.

What type of sampling is shown?

a)

Simple Random Sample

b)

Systematic Sample

c)

Cluster Sample

d)

Stratified Sample

67.

What type of sampling is shown?

a)

Simple Random Sample

b)

Systematic Sample

c)

Cluster Sample

d)

Stratified Sample

68.
The set of ALL observations made on all objects under study for a given characteristic or variable.
a)
Sample
b)
Population
c)
Survey
d)
Parameter
69.
A set of observations that constitute PART of the population.
a)
Statistic
b)
Census
c)
Population
d)
Sample
70.
The process of gathering information/data from EACH member of the population.
a)
Census
b)
Interview
c)
Survey
d)
Questionnaire
71.
The process of collecting information/data from the sample.
a)
Census
b)
Interview
c)
Survey
d)
Questionnaire
72.
A numerical characteristic of the POPULATION
a)
Statistic
b)
Parameter
c)
Observation
d)
Study
73.
A quantity calculated from the observations in a SAMPLE.
a)
Parameter
b)
Study
c)
Statistic
d)
Observation
74.
Judgemental and Convenience Sampling are examples of:
a)
Probability Sampling
b)
Non-probability Sampling
75.
Sampling method that consists of n individuals from the population chosen in such a way that every individual has an EQUAL chance of being selected.
a)
Stratified Sampling
b)
Simple Random Sampling (SRS)
c)
Cluster Sampling
d)
Systematic Sampling
76.
Sampling method that in which the population is divided into HOMOGENEOUS groups and SRS’s are pulled from each group.
a)
Stratified Sampling
b)
Simple Random Sampling (SRS)
c)
Cluster Sampling
d)
Systematic Sampling
77.
Sampling method in which you randomly select where to BEGIN and then the other samples are added
a)
Stratified Sampling
b)
Simple Random Sampling (SRS)
c)
Cluster Sampling
d)
Systematic Sampling
78.
Sampling method based upon LOCATION and you randomly pick a location and sample all there
a)
Stratified Sampling
b)
Simple Random Sampling (SRS)
c)
Cluster Sampling
d)
Systematic Sampling
79.
Sampling method in which you select SUCCESSIVELY smaller groups within the population and SRS is used each time
a)
Stratified Sampling
b)
Multistage (Sequential) Sampling
c)
Cluster Sampling
d)
Systematic Sampling
80.
Source of bias in which people CHOOSE to respond and usually only people with very strong opinions respond
a)
Response Bias
b)
Undercoverage
c)
Convenience Sampling
d)
Voluntary Response
81.
Source of bias in which some groups of populations are LEFT OUT of the selection process
a)
Response Bias
b)
Undercoverage
c)
Convenience Sampling
d)
Voluntary Response
82.
Source of bias that occurs when an individual chosen for the sample CAN'T be contacted or refuses to cooperate.
a)
Response Bias
b)
Undercoverage
c)
Nonresponse
d)
Voluntary Response
83.
Source of bias that occurs when you ask people who are EASY to ask
a)
Response Bias
b)
Convenience Sampling
c)
Nonresponse
d)
Voluntary Response
84.

Units of the population are grouped; one or more groups are selected at random.  All units of that group are included in the sample.

a)

cluster sample

b)

simple random

c)

stratified

d)

proportional

85.

Identify the sampling design: SCPS wants to survey its employees.  They pick 4 schools from the county and survey every single employee in each of the 4 buildings.

a)

cluster

b)

volunteer

c)

systematic

d)

simple random

86.

An independent research company wants to go door to door to survey people in the city of Fontana. The company decides to number all blocks within the city limit, randomly choose 1 block and survey all households on that block.

This is an example of:

a)

Simple Random Sample

b)

Stratified Random Sample

c)

Cluster Random Sample

d)

Systematic Random Sampling

87.

A teacher wants to know how well her students are doing on a topic. She randomly picks one class to survey.

a)

Simple Random

b)

Cluster

c)

Stratified

d)

Systematic

88.

____________ selects a sample by randomly choosing clusters and including each member of the selected clusters in the sample.

a)

Random sampling

b)

Cluster sampling

c)

Stratified sampling

d)

Convenience sampling

89.

What is cluster sampling?

a)

A sampling technique where the population is divided into clusters or groups, and a random sample of these clusters is selected for analysis.

b)

A sampling technique where the population is divided into subgroups based on a specific characteristic, and a random sample of these subgroups is selected for analysis.

c)

A sampling technique where the population is divided into individual units, and a random sample of these units is selected for analysis.

d)

A sampling technique where the population is divided into overlapping groups, and a random sample of these overlapping groups is selected for analysis.

90.

Which sampling method divides the population into clusters and takes samples from each cluster?

a)

Stratified sampling

b)

Systematic sampling

c)

Cluster sampling

d)

Random sampling

91.

When a population is divided into convenient clusters, and entire clusters are chosen at random as the sample.

a)

stratified sampling

b)

cluster sampling

c)

systematic sampling

d)

self-selected sampling

92.

population is divided into clusters and entire clusters are chosen as the sample

a)

cluster sample

b)

simple random sample

c)

systematic sample

d)

stratified sample

93.

A (a)   sample is used when the population falls into naturally occurring subgroups, each having similar characteristics. To select this type of sample, the population is divided into groups called clusters. Then, all the members of one or more (but not all) of the clusters are selected.

94.

Which of the following surveying methods involves randomly selecting groups of individuals, then surveys all individuals in the group?

a)

Stratified Random

b)

Cluster Random

c)

Simple Random

d)

Systematic

95.

Students at North River High School are assigned to home rooms with 25 students each. You randomly select 4 homerooms and gather data from each of the 100 students in these classes.

What type of sampling method was used?

a)

Simple Random

b)

Cluster

c)

Stratefied

d)

Systematic

96.

To select a cluster sample, divide a population into groups, then select all the members in some of the groups.

a)

True

b)

False

97.

The teacher samples her class by selecting all students sitting at table 1 and table 5 in her classroom.  This sampling technique is called?

a)

SRS

b)

Stratified

c)

Systematic

d)

Cluster

98.

What type of sampling is shown?

a)

Simple Random Sample

b)

Systematic Sample

c)

Cluster Sample

d)

Stratified Sample

99.

What type of sampling is shown?

a)

Simple Random Sample

b)

Systematic Sample

c)

Cluster Sample

d)

Stratified Sample

100.

What type of sampling is shown?

a)

Simple Random Sample

b)

Systematic Sample

c)

Cluster Sample

d)

Stratified Sample

101.

Willy wants to find what percent of students at his school drink milk after they finish their cereal. He randomly selects 3 classrooms and surveys every student in those classrooms. What type of sampling is this?

a)

Simple Random sampling

b)

Cluster sampling

c)

Stratified Sampling

d)

Systematic sampling

102.

The principal randomly selects four classes and surveys each student in those classes. What kind of sampling technique is used?

a)

Simple random sampling

b)

Cluster sampling

c)

Stratified sampling

d)

Systematic Sampling

103.
The set of ALL observations made on all objects under study for a given characteristic or variable.
a)
Sample
b)
Population
c)
Survey
d)
Parameter
104.
A set of observations that constitute PART of the population.
a)
Statistic
b)
Census
c)
Population
d)
Sample
105.
The process of gathering information/data from EACH member of the population.
a)
Census
b)
Interview
c)
Survey
d)
Questionnaire
106.
The process of collecting information/data from the sample.
a)
Census
b)
Interview
c)
Survey
d)
Questionnaire
107.
A numerical characteristic of the POPULATION
a)
Statistic
b)
Parameter
c)
Observation
d)
Study
108.
A quantity calculated from the observations in a SAMPLE.
a)
Parameter
b)
Study
c)
Statistic
d)
Observation
109.
Judgemental and Convenience Sampling are examples of:
a)
Probability Sampling
b)
Non-probability Sampling
110.
Sampling method that consists of n individuals from the population chosen in such a way that every individual has an EQUAL chance of being selected.
a)
Stratified Sampling
b)
Simple Random Sampling (SRS)
c)
Cluster Sampling
d)
Systematic Sampling
111.
Sampling method that in which the population is divided into HOMOGENEOUS groups and SRS’s are pulled from each group.
a)
Stratified Sampling
b)
Simple Random Sampling (SRS)
c)
Cluster Sampling
d)
Systematic Sampling
112.
Sampling method in which you randomly select where to BEGIN and then the other samples are added
a)
Stratified Sampling
b)
Simple Random Sampling (SRS)
c)
Cluster Sampling
d)
Systematic Sampling
113.
Sampling method based upon LOCATION and you randomly pick a location and sample all there
a)
Stratified Sampling
b)
Simple Random Sampling (SRS)
c)
Cluster Sampling
d)
Systematic Sampling
114.
Sampling method in which you select SUCCESSIVELY smaller groups within the population and SRS is used each time
a)
Stratified Sampling
b)
Multistage (Sequential) Sampling
c)
Cluster Sampling
d)
Systematic Sampling
115.
Source of bias in which people CHOOSE to respond and usually only people with very strong opinions respond
a)
Response Bias
b)
Undercoverage
c)
Convenience Sampling
d)
Voluntary Response
116.
Source of bias in which some groups of populations are LEFT OUT of the selection process
a)
Response Bias
b)
Undercoverage
c)
Convenience Sampling
d)
Voluntary Response
117.
Source of bias that occurs when an individual chosen for the sample CAN'T be contacted or refuses to cooperate.
a)
Response Bias
b)
Undercoverage
c)
Nonresponse
d)
Voluntary Response
118.
Source of bias that occurs when you ask people who are EASY to ask
a)
Response Bias
b)
Convenience Sampling
c)
Nonresponse
d)
Voluntary Response
119.

Lana and Jeff each randomly surveyed 15 students about their favorite types of movies. What would you expect to see in the samples? Select all that apply.

a)

Different members are found in each sample.

b)

Some members may possibly overlap in each sample.

c)

Each sample gave the same responses.

d)

Both samples could be representative of the population.

e)

Both samples include only Lana and Jeff's friends.

120.

The principal at Marina Middle School wants to determine if the 120 students in the seventh grade prefer to visit Catalina Island or Camp Mosaic for their end-of-year trip. Which of the following is a representative sample of the population? Select all that apply.

a)

20 sixth-grade students, 20 seventh-grade students, and 20 eighth-grade students

b)

10 seventh-grade boys and 10 seventh-grade girls

c)

25 seventh-grade students

d)

15 seventh-grade boys and 5 teachers

e)

25 students from the school

121.

The city council in Middlefield wants to know if residents are in favor of a traffic camera at the main intersection in town. Which example is likely to produce a representative sample?

a)

Drivers who reside in Middlefield

b)

Residents randomly chosen from the town register

c)

All residents of Middlefield

d)

All people with a five-letter last name

122.

Students in Mrs. Walsh’s math class wanted to know the favorite snacks of students in the school. How could they generate a random sample to survey?

a)

Line up the students by height and choose the first 20 students.

b)

Use the school roster and randomly choose 50 boys.

c)

Obtain an alphabetized list of all the students in the school and select every seventh student.

d)

Place all the names of the students in Mrs. Walsh's math class in a hat and randomly select 10 students.

123.

Vanessa’s class is studying the number of car commercials on television between 6 p.m. and 8 p.m. for five days. Which is the best sample for Vanessa to use?

a)

The commercials between 6 p.m. and 8 p.m. on each day

b)

The first five commercials each of the five days

c)

The commercials shown between 6 p.m. and 7 p.m. on a randomly chosen day

d)

The commercials shown between 6:30 p.m. and 7:30 p.m. on three randomly chosen days

124.

Trevor's science class is studying the rainfall on the first day of each month for one year. Explain why studying the rainfall on the first day of​ September, October, and November is not a random sample.

a)

These are three consecutive months. The sample should be spread out across the whole year and include more than three months.

b)

These are three specific months which is too large of a sample to be a random sample.

c)

The three months mentioned do not count.

d)

In these three​ months, the rainfall on the first day of the month is too small to measure.

125.

To predict the performance of her first period class on their next quiz, a teacher randomly selects eight students from the class and takes the mean of their scores on the last quiz. Is this sample representative of the​ class's performance on the quiz?

a)

​No, because the students were chosen from the best students in the class.

b)

​Yes, because the students were chosen based on their class average.

c)

​No, because it is a simple random sample.

d)

​Yes, because it is a simple random sample.

126.

To try to predict the outcome of the vote for the school board election school board election​, a town manager used random numbers to pick 100 registered voters. She then called these voters and asked how they planned to vote. Is the sample taken in this problem representative of the population?

a)

No, because it does not contain the same number of subjects as the population.

b)

​Yes, because it is a systematic sample.

c)

​Yes, because it is a simple random sample.

d)

​Yes, because it contains the same number of subjects as the population.

127.

A movie theater considers upgrading to offer luxury seating. The manager randomly surveys​ 1,200 residents who live within 10 miles of the theater. What is the sample in this​ situation?

a)

The​ 1,200 residents surveyed

b)

​1,500 randomly surveyed customers of the movie theater

c)

All of the movie​ theater's customers

d)

All residents who live within 10 miles of the theater

128.

You want to study a random sample of 4 out of 26 students in your class. Describe a process you could use to create a random sample with 4 subjects.

a)

Assign each student a number in alphabetical​ order, then select 4 random numbers.

b)

Select 4 students who sit close to you.

c)

Select the 4 students whose names come first alphabetically.

d)

Assign each student a​ number, then select students 1 through 4.

129.

Trinity is researching which movies people in her town are watching. She stands outside of the movie theater to survey people. Which method below would be systematic sampling?

a)

ask every person wearing sandals

b)

ask every person in line

c)

ask every 6th person in line

d)

ask the first 20 people who leave the theater

130.

Which of the following are systematic sampling? (Choose all that apply)

a)

choose every 7th person on a team roster

b)

choose one person randomly

c)

choose everyone in a music class

d)

choose the person in every 3rd seat in the cafeteria

131.

You are researching the favorite foods of the 20 students in your math class. Which of the following could represent the first 3 students you choose in a systematic sample?

a)

2, 6, 10

b)

1, 7, 14

c)

5, 9, 13

d)

4, 7, 10

132.

While studying the heights of students in the 7th grade, you have students line up in alphabetical order and measure every 4th student. Would your results be a representative sample of the class?

a)

No, there seems to be a relevant pattern that will introduce bias

b)

Yes, there does not seem to be a relevant pattern that will introduce bias.

133.

The trees in a park form a line through the center in a pattern. The trees repeat in the order of elm, spruce, willow, pine, and birch. You decide to take a systematic sample using an interval of every 6th tree. In all there are 150 trees. How many pine trees do you estimate are in the park?

a)

50

b)

25

c)

30

d)

40

134.

Which are systematic sampling?

a)

Picking every 8th house on a street, starting with the 2nd house

b)

Picking every house on a street

c)

Pick the first and the last 8 houses on a street

d)

List all of the houses alphabetically by family and choose every 5th house

135.

Which could represent the first 3 building chosen in a systematic sample of a city block?

a)

2, 9, 16

b)

1, 9, 18

c)

3, 9, 12

d)

9, 15, 21

136.

At a hardware store, cans of paint are displayed in a repeated order of yellow, red, purple, orange, green, blue. You take a systematic sample in intervals of 5 cans, starting with the 2nd can. There are 150 cans on display. Estimate how many cans of green paint are on display.

a)

50

b)

200

c)

25

d)

75

137.

If you survey every third house on a street, what type of sampling technique are you using?

(a)  

138.

Sporting Illustrated collects data on its readers by asking them to fill out and send in a survey from the June issue.

a)

Convenience

b)

Systematic

c)

Stratified

d)

Simple Random

139.

A group of lobbyists has a list of 100 senators. They decide to talk to every 7th senator on the list about their position on farm subsidies.

a)

Convenience

b)

Systematic

c)

Stratified

d)

Simple Random

140.

A teacher puts all her students' names in hat, then selects 3 names from the hat. These students will take a standardized test.

a)

Convenience

b)

Systematic

c)

Stratified

d)

Simple Random

141.

The president of a college randomly selects 2 students from each department to serve on a student advisory board.

a)

Convenience

b)

Systematic

c)

Stratified

d)

Simple Random

142.

If you choose 5 bingo balls from a basket of 50 balls, what sampling technique are you using?

(a)  

143.

Political webpages often allow readers to rate (if they want to) whether they strongly agree, agree, disagree, or strongly disagree with the President's decision on any given situation. This is a form of:

a)

Self-Selected

b)

Convenience Sampling

c)

Simple Random Sampling

d)

Systematic Random Sampling

144.

A teacher wants to know the average time spent doing homework by the students in her class of 20 girls and 5 boys.

She selects the five closest to her desk.

a)

simple random

b)

Self Selected.

c)

Convenience

d)

Systematic Random

145.

A teacher wants to know the average time spent doing homework by the students in her class of 20 girls and 5 boys.

She picks the student in every 5th seat.

a)

Simple Random

b)

Systematic

c)

voluntary response

d)

convenience

146.

An independent research company wants to go door to door to survey people in the city of Fontana. The company decides to number all blocks within the city limit, randomly choose 1 block and survey all households on that block.

This is an example of:

a)

Simple Random Sample

b)

Stratified Random Sample

c)

Cluster Random Sample

d)

Systematic Random Sampling

147.

A teacher hands out an index card and asks ALL of her students to write down the following information: age, height (in inches), and what grade they are in.

Which of the following best describes her method of data collection?

a)

Census

b)

Simple Random Sample

c)

Cluster Random Sample

d)

Stratified Random Sample

148.
A ___ is a large group that includes everything being studied.
a)
Sample
b)
Stratified Sampling Method
c)
Population
d)
Voluntary-Response
149.

State the type of sample.


In order to determine the average IQ of ninth-grade students, a school psychologist obtains a list of all schools in the local public school system. She randomly selects five of these schools and administers an IQ test to all ninth-grade students at the selected schools.

a)

Stratified Random Sample

b)

Cluster Sample

c)

SRS

d)

Random Sample

150.

State the type of sample.


A radio station asks its listeners to call in their opinion regarding the use of American forces in peacekeeping missions.

a)

Voluntary Response Sample

b)

Cluster Sample

c)

Convenience Sample

d)

Stratified Random Sample

151.

A political polling group is interested in learning about the proportion of registered voters who favor a particular candidate for mayor. Which of the following sampling plans may have introduced bias?

a)

Individuals were selected randomly to participate from a list of registered voters.

b)

Every 50th person on a list of registered voters was contacted and asked to identify who they would vote for in the upcoming election.

c)

A list of registered voters was first separated into two lists—one of males and one of females. Then individuals were selected at random from each of the two lists.

d)

A survey was mailed to all registered voters and those who returned the survey make up the sample

e)

None of the above sampling plans creates the potential for bias.

152.

Which of the following doesn’t result in some form of bias?

a)

Choosing AP students to survey regarding their GPA in order to estimate the average GPA in a school.

b)

Polling a group of potential voters outside a Republican campaign office in order to estimate the proportion of city residents who favor a particular candidate.

c)

Surveying people who work in the marketing department of a large corporation in order to assess employee satisfaction with management policies.

d)

Choosing a stratified random sample of juniors and seniors at a high school in order to estimate the proportion of juniors and seniors who plan to go on to college.

e)

Asking shoppers leaving a grocery store if they think groceries should cost less in order to estimate the proportion of city residents who think groceries cost too much.

153.

A department store mails a customer satisfaction survey to people who make credit card purchases at the store. This month, 45,000 people made credit card purchases. Surveys are mailed to 1000 of these people, chosen at random, and 137 people return the survey form. Identify the population and the sample.

a)

P: 45,000 people who made credit card purchases.

S: 137 returned surveys.

b)

P: 1,000 people that made credit card purchases who received a survey

S: 137 returned surveys.

c)

P: 45,000 people who made credit card purchases.

S: 1,000 people that made credit card purchases who received a survey

d)

P: All people who that have made credit card purchases.

S: 1,000 people that made credit card purchases who received a survey