If the null and alternative hypotheses are $$ H_{0}: p=0.19 $$ $$ H_{1}: p
eq 0.19 $$ Then the test is Oleft-tailed Otwo-tailed Oright-tailed

Question

If the null and alternative hypotheses are $$ H_{0}: p=0.19 $$ $$ H_{1}: p 
eq 0.19 $$ Then the test is Oleft-tailed Otwo-tailed Oright-tailed

UpStudy AI · Accepted Answer

To determine the type of test based on the null and alternative hypotheses, we need to analyze the hypotheses given:

- Null Hypothesis ($$ H_{0} $$): $$ p = 0.19 $$
- Alternative Hypothesis ($$ H_{1} $$): $$ p 
eq 0.19 $$

The alternative hypothesis states that the parameter $$ p $$ is not equal to 0.19. This indicates that we are interested in deviations from the null hypothesis in both directions (either greater than or less than 0.19).

### Conclusion:
Since the alternative hypothesis is of the form $$ p 
eq 0.19 $$, this indicates that the test is a **two-tailed test**.

Thus, the correct answer is:
- **two-tailed**
The test is two-tailed.

If the null and alternative hypotheses are \( H_{0}: p=0.19 \) \( H_{1}: p \neq 0.19 \) Then the test is Oleft-tailed Otwo-tailed Oright-tailed

Upstudy AI Solution

Answer

Solution

Bonus Knowledge

Related Questions

Latest Statistics Questions