AP Statistics 2017

(Marvins-Underground-K-12) #1
the United  States, a   similar association may not exist   in  the United  States.
E. People who want to avoid depression should consider drinking green tea on a daily basis.



  1.         A   polling company wants   to  estimate,   using   a   95% confidence  interval,   the proportion  of  likely

    voters that would vote for a particular candidate in the upcoming presidential election. Of the
    following choices , which is the smallest sample size that will ensure a margin of sampling error
    less than or equal to 2 percentage points?
    A. 250
    B. 950
    C. 1,150
    D. 2,250
    E. 2,450



  2. The director of a local food bank asks for data on all donations given during the month of
    November. Of the 100 checks received, the average donation is $155 with a standard deviation of
    $32. Which of the following is the most appropriate statement?
    A. This November, the average donation is $155.
    B. 50% of all donations this November are more than $155.
    C. We are 95% confident that the average donation in November is between about $91 and $219.
    D. We are 95% confident that the average donation in November is between about $149 and $161.
    E. This November, about 95% of all donations are between $91 and $219.

  3. A multiple-choice test has 30 questions, and each question has five options. A student has not
    studied and will guess on every question. Which calculation shows how to find the probability of
    getting between 15 and 20 (inclusive) questions correct?


A.

B.

C. 0.2^15 0.8^15 + 0.2^16 0.8^14 + ... + 0.2^20 0.8^10

D.          Use the normal  approximation   to  find        .

E.          Use the normal  approximation   to  find        .



  1.         Claire  and Max each    created a   simulated   sampling    distribution    for a   test    statistic.  They    each    used

    samples of size 4 from a normal population with the same mean m and standard deviation s . Claire
    simulated the sampling distribution of and Max simulated the sampling distribution of ,
    where s is the sample standard deviation.



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