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    Testing a claim using a mean weight, standard deviation

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    A vendor sells turkeys to a restaurant chain. He claims that the mean weight of the turkeys is more than 15 pounds. A sample of 16 turkeys yields a mean of weight of 14 pounds and a standard deviation of 4 pounds. At a significance level of 0.05 shall we reject the vendor's claim? Set up the Hypothesis test in "standard form" and then carry out the test:

    <br>1. Lower limit = M - t*s
    <br>2. Upper limit = M + t*s
    <br>3. Confidence interval of the mean is (M - t*s, M + t*s)

    <br>Finally, if m falls within the interval (M - t*s, M + t*s), we can accept H0; if not, we reject it.
    <br>

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    https://brainmass.com/statistics/hypothesis-testing/testing-a-claim-using-a-mean-weight-standard-deviation-3623

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    Ho : Mean >= 15 ( Null Hypothesis)
    <br><br>Hi : Mean <= 15
    <br><br>
    <br><br>At significance level of 0.05 ...

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