Find the P-value for the following values of the test statistic f, sample size n, and alternate hypothesis H₁. Use Critical Values for the Student's t Distribution Table and specify that P is between two values. Part: 0/2 Part 1 of 2 (a) t= -1.467, n=21, and H₁: μμo < P-value < X

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**Finding the P-value for Given Test Statistics**

To determine the P-value for the provided test statistic \( t \), sample size \( n \), and alternate hypothesis \( H_1 \), refer to the Critical Values for the Student's t Distribution Table. The objective is to specify that \( P \) lies between two values.

### Details:

**Part: 0 / 2**

**Problem Specification:**

(a) Given:
- Test Statistic, \( t = -1.467 \)
- Sample Size, \( n = 21 \)
- Alternate Hypothesis, \( H_1: \mu \neq \mu_0 \)

Here, you are required to fill in the blanks to find the appropriate range for the P-value.

**Interface Elements:**

- Two boxes to input values for the P-value range comparison.
- Symbols include an option to reset the entered values.

**Task:**

Fill in the appropriate P-value bounds based on the critical values from the Student's t distribution.

**Submission:**

Options available:
- Save your progress for later.
- Submit the completed assignment once all parts are answered.

This exercise is part of a multi-step problem set aimed at understanding hypothesis testing using t-distribution.
Transcribed Image Text:**Finding the P-value for Given Test Statistics** To determine the P-value for the provided test statistic \( t \), sample size \( n \), and alternate hypothesis \( H_1 \), refer to the Critical Values for the Student's t Distribution Table. The objective is to specify that \( P \) lies between two values. ### Details: **Part: 0 / 2** **Problem Specification:** (a) Given: - Test Statistic, \( t = -1.467 \) - Sample Size, \( n = 21 \) - Alternate Hypothesis, \( H_1: \mu \neq \mu_0 \) Here, you are required to fill in the blanks to find the appropriate range for the P-value. **Interface Elements:** - Two boxes to input values for the P-value range comparison. - Symbols include an option to reset the entered values. **Task:** Fill in the appropriate P-value bounds based on the critical values from the Student's t distribution. **Submission:** Options available: - Save your progress for later. - Submit the completed assignment once all parts are answered. This exercise is part of a multi-step problem set aimed at understanding hypothesis testing using t-distribution.
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