Unit 1: Statistics Make Up Test
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Last updated 7 months ago
23 questions
Note from the author:
1
Identify the type of sample described.You want to find out whether booth holders at a convention are pleased with their booth locations. You divide the convention center into six sections and survey every booth holder in the fifth section.The type of sample described is a
Identify the type of sample described.
You want to find out whether booth holders at a convention are pleased with their booth locations. You divide the convention center into six sections and survey every booth holder in the fifth section.
The type of sample described is a
1
Identify the method of data collection the situation describes.A researcher places bacteria samples in two different climates. The researcher then measures the bacteria growth in each sample after 3 days.
Identify the method of data collection the situation describes.
A researcher places bacteria samples in two different climates. The researcher then measures the bacteria growth in each sample after 3 days.
1
A normal distribution has a mean of 33 and a standard deviation of 4. Find the probability that a randomly selected x​ -value from the distribution is at least 25.
The probability is _______ .
1
A normal distribution has a mean of 33 and a standard deviation of 4. Find the probability that a randomly selected x​ -value from the distribution is at least 29.
The probability is _______ .
MODELING REAL LIFE The daily amounts of time Internet users spend on social networking platforms are normally distributed with a mean of 142 minutes and a standard deviation of 32 minutes.
1
About what percent of Internet users spend between 78 minutes and 174 minutes on social networking platforms each day? Round your answer to the nearest tenth of a percent.
About _______ %.
1
About what percent of Internet users spend more than 238 minutes on social networking platforms each day? Round your answer to the nearest hundredth of a percent.
About _______ %.
Explain whether the research topic is best investigated through an experiment or an observational study.
A researcher wants to compare the body mass index of smokers and nonsmokers.
1
This topic is best investigated through an
This topic is best investigated through an
1
Describe the design of the experiment or observational study.
Describe the design of the experiment or observational study.
MODELING REAL LIFE A national polling company claims that 17% of U.S. public school teachers have a second job. You survey a random sample of 100 U.S. public school teachers.
1
What can you conclude about the accuracy of the claim that the population proportion is 0.17​  when 32​ teachers in your survey have a second job?The claim is probably
What can you conclude about the accuracy of the claim that the population proportion is 0.17​  when 32​ teachers in your survey have a second job?
The claim is probably
1
What can you conclude about the accuracy of the claim that the population proportion is 0.17​ when 14​ teachers in your survey have a second job?The claim is probably
What can you conclude about the accuracy of the claim that the population proportion is 0.17​ when 14​ teachers in your survey have a second job?
The claim is probably
Determine whether the data are collected from a population or a sample. Explain your reasoning.
the number of high school students in the United States
1
The data are collected from a
The data are collected from a
1
because the data is about
because the data is about
1
Determine whether the data are collected from a population or a sample:The color of every third car in a parking lot.The data are collected from a
Determine whether the data are collected from a population or a sample:
The color of every third car in a parking lot.
The data are collected from a
1
In the United States, a survey of 1152 adults ages 18 and over found that 403 of them occasionally pretend to use their smartphones to avoid talking to someone. Identify the population and sample.
In the United States, a survey of 1152 adults ages 18 and over found that 403 of them occasionally pretend to use their smartphones to avoid talking to someone. Identify the population and sample.
| Draggable item | arrow_right_alt | Corresponding Item |
|---|---|---|
Population | arrow_right_alt | Every adult age 18 and over in the United States |
Sample | arrow_right_alt | The 1152 adults age 18 and over who were surveyed. |
Extra Answer1 | arrow_right_alt | 403 of them occasionally pretend to use their smartphones. |
Extra Answer2 | arrow_right_alt | A survey of people who avoid talking to someone. |
A randomized comparative experiment tests whether a software update affects the user satisfaction scores of teen cell phone users. Greater scores indicate greater satisfaction. The control group has eight teenagers and the treatment group, which receives the software update, has eight teenagers. The table  shows the results.
1
Find the mean of the treatment group.
_______
1
Find the mean of the control group.
_______
1
Select the double dot plot that matches the given data.
Select the double dot plot that matches the given data.
1
You can conclude that the hypothesis is
You can conclude that the hypothesis is
1
So, the treatment does improve satisfaction.
So, the treatment does improve satisfaction.
Determine whether the study is a randomized comparative experiment.
1
The study is a randomized comparative experiment.
The study is a randomized comparative experiment.
1
If the study was a randomized comparative experiment, describe the treatment, the treatment group, and the control group.
If the study was a randomized comparative experiment, describe the treatment, the treatment group, and the control group.
| Draggable item | arrow_right_alt | Corresponding Item |
|---|---|---|
treatment | arrow_right_alt | the milk |
treatment group | arrow_right_alt | the 75 students who chose milk |
Extra Answer1 | arrow_right_alt | the 75 students who chose other beverages |
Extra Answer2 | arrow_right_alt | the other beverages |
control group | arrow_right_alt | the middle school students |
(ADDED BY PATEL) The mayor of Springfield is interested in finding out the average age of people in the city. He obtains a list of all the landline telephones in the city and then contacts a simple random sample of 300 people. He uses the data from the sample to estimate the average age of all the people in the city.
1
What is wrong with this survey?
What is wrong with this survey?
1
Do you think the Mayor will overestimate or underestimate the true mean age of people in Springfield? Why?
Do you think the Mayor will overestimate or underestimate the true mean age of people in Springfield? Why?