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Z Statistic 1

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Statistics
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City College of San Francisco
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1 Running Head: BOTTLING COMPANY CASE STUDY Bottling Company Case Study Student’s name Professor’s name Date 2 BOTTLING COMPANY CASE STUDY 1.The mean, median, and standard deviation for ounces in the bottles are 15.343,15.99 and 2.873 respectively. Where; Mean=Summation of all the ounces in the 30 bottles divide by the number of bottles which is 30 Median= Ounces that is in the middle after arranging the ounces in an ascending order Standard deviation=Summing up the Square of the differences between ounces in each bottle and the mean of the ounces in the 30 bottles then divide by 30. 2. The 95% confidence interval for the ounces in the bottles ranges between 14.48 and 16.206, and here we use the normal distribution tables (Z-test) because the sample is not less than 30 with the formula as follows; Ӯ ± Ztab* ᵟ/sqrt of n where; Ӯ=mean=15.343 Ztab=1.645 ᵟ=standard deviation=2.873 Sqrt of n=square root of n=5.477 3 BOTTLING COMPANY CASE STUDY 3. Here we need to state the null hypothesis and the alternative hypothesis first before we conduct this test. The null and alternative hypotheses are as follows; H0: μ=16 H1: μ ...
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