Question:
If the calculated value of \( |t|<t_v(\alpha) \) (critical value of \( t \)), then the null hypothesis:
If the calculated value of \( |t|<t_v(\alpha) \) (critical value of \( t \)), then the null hypothesis:
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The decision rule for \( t \)-tests depends on comparing the calculated \( t \)-value to the critical \( t \)-value at a given significance level.
Updated On: Feb 11, 2025
- is rejected.
- is accepted.
- is neither accepted nor rejected.
- cannot be determined.
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The Correct Option is B
Solution and Explanation
If the calculated \( |t| \) value is less than the critical \( t \) value, it means there is insufficient evidence to reject the null hypothesis. Therefore, the null hypothesis is accepted.
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