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    NEW QUESTION: 1
    A researcher has a sample of 900 observations from a population whose standard deviation is known to be
    3,381. The mean of the sample is calculated to be 465.2. The null hypothesis is stated as Ho: mean < 200.
    The p-value in this case equals ________.
    A. 2.26%
    B. 1.13%
    C. 1.54%
    D. 0.94%
    Answer: D
    Explanation:
    Explanation/Reference:
    Explanation:
    To test the hypothesis, you need to calculate the smallest z-statistic since the null hypothesis is unidirectional and to the left. This makes it the hardest to reject the null and you should always use the most stringent criterion for rejecting the null. After all, the null is the hypothesis maintained to be true by default and only a sufficient weight of evidence should be used to reject that view. The smallest z-statistic under the null is calculated to be (465.2 - 200)/(3381/(900

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    .5)) = 2.35. The right-tailed probability of observing a z-statistic which is at least as big as 2.35 equals 1.0 - 0.9906 = 0.0094 = 0.94%. This is the p- value of the right-tailed test in this sample.

    NEW QUESTION: 2
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    Why is the quantity unavailable?
    A. The item registration does not require the submission of the attendee's name.
    B. Registration is not available for the item.
    C. The maximum registration for the item has been met.
    D. The item registration requires the submission of the attendee's name.
    Answer: B

    NEW QUESTION: 3
    You are evaluating the deployment of the additional Exchange Server 2013 servers.
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    What should you include in the recommendation?
    A. Increase the cost of the CHI-NY site link to 15.
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    C. Increase the cost of the DET-NY site link to 15.
    D. Specify an Exchange-specific cost of 20 for the CHI-DET site link.
    Answer: D

    NEW QUESTION: 4
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    A. result in loss of customer contact details
    B. have access to corporate resources
    C. cause the asset inventory to be inaccurate.
    D. generate excessive telecommunication costs.
    Answer: A


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