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B. Specify the Level of Significance C. Determine the test statistics and the degree of freedom Test Statistics: One Sample Mean or Two Sample Mean Tailed Test: One - Tailed Test or Two - Tailed TestTailed Test: One - Tailed Test or Two - Tailed Test D. Critical/Tabulated Value E. Computed Value (Final answer only. 2 Decimal places) F. Decision: (No using of symbols) \fA soda manufacturer is interested in determining whether it's bottling machine tends to overflll. Each bottle is supposed to contain 15 ounces of uid. A random sample of 30 bottles was taken and found that the mean amount of soda of the sample of bottles is 13.4 ounces with a standard deviation of 2.98 ounces. If the manufacturer decides on a significance level of 0.05 test, should the null hypothesis be rejected? A. State the null and alternative hypotheses: (=,,Z,) (Just copy the symbols here and paste it as your answer)