A cereal manufacturer is concerned that the boxes of cereal not be under filled or overfille cercal is supposed to contain 12 ounces of cereal A random sample of 49 boxes is teste average weight is 11.68 ounces and the sample standard deviation is 0.70 ounces. Use the approach to test whether the population average weight of a cereal box differs from 12 ounces significance is set to 5%. 2. Let ui be the population average weight of the cereal box. The null and alternative hypotheses O Ho: u 212, Ha: u < 12. None of the other OHes 12, Ha: u > 12. O Ho: u12, Hc u - 12.

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A cereal manufacturer is concerned that the boxes of cereal not be under filled or overfilled. Each box of
cercal is supposed to contain 12 ounces of cereal A random sample of 49 boxes is tested. The sample
average weight is 11.68 ounces and the sample standard deviation is 0.70 ounces. Use the critical value
approach to test whether the population average weight of a cereal box differs from 12 ounces. The level of
significance is set to 5%.
2. Let u be the population average weight of the cereal box. The null and alternative hypotheses should be:
Ο Ημ > 12, Hs μ< 12
None of the other
3
Ho: u<12, Ha: u > 12.
O Ho: u12, H. u- 12.
Transcribed Image Text:A cereal manufacturer is concerned that the boxes of cereal not be under filled or overfilled. Each box of cercal is supposed to contain 12 ounces of cereal A random sample of 49 boxes is tested. The sample average weight is 11.68 ounces and the sample standard deviation is 0.70 ounces. Use the critical value approach to test whether the population average weight of a cereal box differs from 12 ounces. The level of significance is set to 5%. 2. Let u be the population average weight of the cereal box. The null and alternative hypotheses should be: Ο Ημ > 12, Hs μ< 12 None of the other 3 Ho: u<12, Ha: u > 12. O Ho: u12, H. u- 12.
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