In a test ofH0:μ=60againstHa:μ>60,the sample data yielded the test statisticz=1.84.Find and interpret the p-value for the test. ---### Hypothesis Testing ExampleIn a test of \( H_0: \mu = 60 \) against \( H_a: \mu > 60 \), the sample data yielded the test statistic \( z = 1.84 \). Find and interpret the p-value for the test.#### Standard Normal Distribution TableClick the icon to view a table of standard normal values.#### P-Value CalculationThe p-value is \( p = \_\_\_\_\_ \).(Round to three decimal places as needed.)#### Interpretation of ResultsWhat does this p-value mean?- **Choice A:** The probability of observing a \( z \)-value \( < 1.84 \) is equal to the p-value, if \( \mu > 60 \).- **Choice B:** The probability of observing a \( z \)-value \( > 1.84 \) is equal to the p-value, if \( \mu = 60 \).- **Choice C:** The probability of observing a \( z \)-value \( < 1.84 \) is equal to the p-value, if \( \mu = 60 \).- **Choice D:** The probability of observing a \( z \)-value \( > 1.84 \) is equal to the p-value, if \( \mu > 60 \).---

Name: In a test ofH0:μ=60againstHa:μ>60,the sample data yielded the test
Uploaded: 2024-03-20T07:07:12.000Z
Channel: Bartleby
Description: In a test ofH0:μ=60againstHa:μ>60,the sample data yielded the test statisticz=1.84.Find and interpret the p-value for the test. ---### Hypothesis Testing ExampleIn a test of \( H_0: \mu = 60 \) against \( H_a: \mu > 60 \), the sample data yielded