HYPOTHESIS TESTING In a certain school, the average height of students in a batch is 100 cm and the standard deviation is 15 cm. However, a researcher believes that this has changed, so he decides to test the height of 75 random students of a sample of the batch. The average height of the sample comes out to be 105 cm. Is there enough evidence to suggest that the average height has changed? Use this Format 1. Formulate Ho and Ha. 2. Determine the test to be used. 3. Set the significance level. Determine the tabulated or critical value (TV) for the test. 4. Computation
HYPOTHESIS TESTING
In a certain school, the average height of students in a batch is 100 cm and the standard deviation is 15 cm. However, a researcher believes that this has changed, so he decides to test the height of 75 random students of a sample of the batch. The average height of the sample comes out to be 105 cm. Is there enough evidence to suggest that the average height has changed?
Use this Format
1. Formulate Ho and Ha.
2. Determine the test to be used.
3. Set the significance level. Determine the tabulated or critical value (TV) for the test.
4. Computation
5. Compare computed value (CV) with the tabulated or critical value (TV). Then, make a decision.
a. Reject Ho and Accept Ha if |CV| ≥ |TV|.
b. Accept Ho and Reject Ha if |CV| < |TV|.
6. Conclusion.
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