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STAT 211 final exam With complete solution Newest RATED A+ 2025/2026 NEW!!

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STAT 211 final exam With complete solution Newest RATED A+ 2025/2026 NEW!!STAT 211 final exam With complete solution Newest RATED A+ 2025/2026 NEW!!STAT 211 final exam With complete solution Newest RATED A+ 2025/2026 NEW!!STAT 211 final exam With complete solution Newest RATED A+ 2025/2026 NEW!!STAT 211 final exam With complete solution Newest RATED A+ 2025/2026 NEW!!STAT 211 final exam With complete solution Newest RATED A+ 2025/2026 NEW!!

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STAT 211 final exam With complete solution Newest
RATED A+ 2025/2026 NEW!!
Which of these statements correctly interprets what it means to be "95% confident"?
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A. 95% of the sample is in the confidence interval.
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B. 95% of samples will produce a confidence interval that captures the true proportion.
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C. 95% of the time, the sample proportion will be in the interval. -
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Correct Answers B. 95% of samples will produce a confidence interval that captures the true prop
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ortion.



Il` A research company polled a random sample of
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646 teens about Internet use 50
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% of those teens reported that they had misrepresented their age online to gain access to websites
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and online services. Il` Il` Il`




Explain the meaning of p^=0.50 in the context of this situation.
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A. The meaning of p=0.50 is that the researchers have 95% confidence that 50
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% of all U.S. teens would say that they have misrepresented their age online.
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B. The meaning of p=0.50 is that the researchers have 95% confidence that 50
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% of the 646 teens in the sample said they have misrepresented their age online.
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C. The meaning of p=0.50 is that 50
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% of the 646 teens in the sample said they have misrepresented their age online. This is the
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researchers' best estimate of p, the proportion of all U.S. teens who would say they have done so.
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D. The meaning of p=0.50 is that 50
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% of the 646 teens in the sample said they have misrepresented their age online. This -
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Correct Answers C. The meaning of p=0.50 is that 50
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% of the 646 teens in the sample said they have misrepresented their age online. This is the
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researchers' best estimate of p, the proportion of all U.S. teens who would say they have done so.
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Il` A research company polled a random sample of
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,646 teens about Internet use 50 Il` Il` Il` Il` Il`




% of those teens reported that they had misrepresented their age online to gain access to websites
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and online services. SE (P^) = .020 Explain what this standard error means in the context of this situa
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tion.

A. The standard error is the best estimate of the margin of error of the poll. The researchers can be c
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onfident that the difference between p and p is not greater than the standard error. Il` Il` Il` Il` Il` Il` Il` Il` Il` Il` Il` Il` Il` Il`




B. The standard error is the best estimate of the standard deviation of the sampling distribution of t
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he
proportions, which measures the amount of variation in the sample and population proportions.
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C. The standard error is the best estimate of the standard deviation of the sampling distribution of t
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he
proportions, which measures the amount of variation in the sample proportion expected to be see
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n from sample to sample when 646 teens are asked the po -
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Correct Answers C. The standard error is the best estimate of the standard deviation of the sampli
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ng distribution of the Il` Il` Il`




proportions, which measures the amount of variation in the sample proportion expected to be see
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n from sample to sample when 646 teens are asked the polling question.
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Il` Reaching out 2 standard errors on either side of the sample proportion makes us Il` Il` Il` Il` Il` Il` Il` Il` Il` Il` Il` Il` Il`




Il` __________ confident that the true proportion is captured within the interval. - Il` Il` Il` Il` Il` Il` Il` Il` Il` Il` Il`




Il`Il`Correct Answers 95% Il` Il`Il`Il`Il`Il`




Of 575 broiler chickens purchased from various kinds of food stores in different regions of a country
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and tested for types of bacteria that cause food-borne illnesses, 36
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% were infected with a particular bacterium. 95% CI = 32.1% -
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39.9% What does the confidence interval say about chicken sold in the country?
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A. There is a 95 Il` Il` Il` Il`




% chance that the true proportion of broiler chickens infected with the bacterium is in the interval.
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B. In 95% of samples of broiler chickens sold in the
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country, the proportion infected with the bacterium will be in the interval.
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C. We are 95 Il` Il` Il`




% confident that the interval captures the true proportion of all broiler chickens sold in the country t
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hat are infected with the bacterium. - Correct Answers C. We are 95
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, % confident that the interval captures the true proportion of all broiler chickens sold in the country t
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hat are infected with the bacterium.
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Of 575 broiler chickens purchased from various kinds of food stores in different regions of a country
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and tested for types of bacteria that cause food-borne illnesses, 36
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% were infected with a particular bacterium. A government spokesperson claimed that the sample
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size was too small, relative to the billions of chickens slaughtered each
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year, to generalize. Is this criticism valid?
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A. Yes, the sample size must be at least 10% of the population, or the results cannot be generalized.
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B. No, as long as the necessary assumptions and conditions were
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met, the results can be generalized.
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C. Yes, until another study produces a similar interval, the results cannot be generalized. -
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Correct Answers B. No, as long as the necessary assumptions and conditions were
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met, the results can be generalized.
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A polling company conducts an annual poll of adults about political opinions. The survey asked a ra
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ndom sample of 473 adults whether they think things in the country are going in the right direction
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or in the wrong direction 71
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% said that things were going in the wrong direction. ME = .041. Would the margin of error be larger
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or smaller for 99% confidence? Explain.
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A. To be more confident, the interval needs to contain the true proportion less often, so the margin
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of error would be smaller.
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B. To be more confident, the interval needs to contain the true proportion more often, so the margi
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n of error would be larger.
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C. To be more confident, the interval needs to contain the true proportion more often, so the margi
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n of error would be smaller.
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D. To be more confident, the interval needs to contain the true proportion less often, so the margin
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of error would be larger. -
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Correct Answers B. To be more confident, the interval needs to contain the true proportion more
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often, so the margin of error would be larger. Il` Il` Il` Il` Il` Il` Il` Il`

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