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Sample Examination One - La Jolla High School

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Sanaple <strong>Examination</strong> <strong>One</strong> Section I<br />

I 5. A candidate for mayor hires a statistician to determine the amount of supporl he has for<br />

the upcoming election. The statistician tests ihe nuli hypothesis that the population<br />

proportion equals 500/o against the alternative hypothesis that the population proporlion<br />

is greater than 50o/o. The results of a simple random sample of 91 registered.voters can<br />

be found in the printout beloll,.<br />

Success<br />

Var.iable X N <strong>Sample</strong> P<br />

for Candidate 58 9L 0.637363<br />

The conclusion u'hich can be reached is:<br />

I. The candidate can be quite confident that he has more than 50% of ihe vote.<br />

il. Thep-value of 0.0044 tells us that we cannot rejectthe null hl,pothesis and<br />

that the candidate has 50% or less ofthe vote.<br />

III. Thep-value of 0.0044 indicates that it is not very likely to get an observed<br />

value of 0.637 if the null hypothesis is true.<br />

(A) I only<br />

(B) II only<br />

(C) III only<br />

(D) I and II<br />

(E) I and III<br />

16. Which of the following are true?<br />

I. The larger the sample, the smaller the spread in the sampling distribution.<br />

il. Provided that the population size is significantly greater than the sample size,<br />

the spread of a sampling distribution is about the same no matter what the<br />

samnle size.<br />

III. Sampling distributions from<br />

provided n is large.<br />

(A) II only<br />

(B) III only<br />

(C) I and ll only<br />

(D) I and III only<br />

(E) I, II, and III<br />

Unauthorized copying or reusing any<br />

parl of this page is illegal.<br />

= 0.5 vs p > 0.5<br />

for Candidat.e<br />

Exact P value<br />

0. c044<br />

Answer<br />

non-normal populations are approximately norrnal<br />

[-l<br />

Answer<br />

tl

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