Step 1. State Ho and H1 Step 2. Specify the level of significance. Step 3. Select the test statistic. Step 4. Establish the critical region / regions. Step 5. Computation Step 6. Make a statistical decision. Step 7. Draw the appropriate conclusion.

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Please provide the steps 4 up to 7 of the hypothesis testing for the problem. Thank you! 

The contents of a random sample of 10 lubricant
containers were recorded as follows: 10.2, 9.7, 10.1,
10.3, 10.1, 9.8, 9.9, 10.4, 10.3, and 9.8 liters.
Assuming the distribution of contents to be normal,
Is there a reason to believe that the true mean
content of all lubricant containers is less than 11
liters?
Transcribed Image Text:The contents of a random sample of 10 lubricant containers were recorded as follows: 10.2, 9.7, 10.1, 10.3, 10.1, 9.8, 9.9, 10.4, 10.3, and 9.8 liters. Assuming the distribution of contents to be normal, Is there a reason to believe that the true mean content of all lubricant containers is less than 11 liters?
The steps in Hypothesis Testing
Step 1. State Ho and H1
Step 2. Specify the level of significance.
Step 3. Select the test statistic.
Step 4. Establish the critical region / regions.
Step 5. Computation
Step 6. Make a statistical decision.
Step 7. Draw the appropriate conclusion.
Transcribed Image Text:The steps in Hypothesis Testing Step 1. State Ho and H1 Step 2. Specify the level of significance. Step 3. Select the test statistic. Step 4. Establish the critical region / regions. Step 5. Computation Step 6. Make a statistical decision. Step 7. Draw the appropriate conclusion.
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