Question: Formulate the null hypothesis (Ho) and the alternative hypothesis (Ha) of the following problems. DON'T SOLVE THE PROBLEM. TEST II: Formulate the null hypothesis (Hol

Formulate the null hypothesis (Ho) and the alternative hypothesis (Ha) of the following problems. DON'T SOLVE THE PROBLEM.

Formulate the null hypothesis (Ho) and the alternative hypothesis (Ha) of the

TEST II: Formulate the null hypothesis (Hol and the alternative hypothesis (Ha) of the following problems. DON'T SOLVE THE PROBLEM. 1. . A drug manufacturing company claimed that the mean time of a certain brand of their anti - hypertensive capsule labeled C - block to take effect is 15 minutes with a standards deviation of 3 minutes. In a random sample of 50 patients the mean time was 18 minutes. Test the hypothesis that the mean time for the capsule to take effect is not 15 minutes using a 001 level of significance. 2. . A random sample of 35 packs of a certain brand of marshmallow have a mean weight of 7.4 grams with a standard deviation 1 25 grams, while a random sample of 40 packs of another brand of marshmallow has a mean weight of 65 grams with a standard deviation of 1.20 grams Is there a significant difference in the mean weight of these brands of marshmallow using a 5% level of significance? 3. . Test the hypothesis that is no significant relationship between the sex of employees and their job satisfaction level. if in a certain company in Makati. the following results were obtained. Use 0.05 level of significance. JOB SATISFACTION LEVEL SEX LOW MEDUIM HIGH TOTAL MALE 45 60 55 160 FEMALE 9 10 10 29 TOTAL 54 70 65 189 4. Three factory workers pack noodles in a plastic cup that must weight 200 grams. A random sample of 6 plastic cup were weighed and the result tabulated below. WORKER S CUP A C 1 198 189 199 2 201 195 200 196 193 198 Is there a significant difference in the average weight of the cup noodles packed by the 3 workers at 0.05 level

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