ou are conducting a study to see if the proportion of voters who prefer Candidate A is significantly more han 0.82. Vith H1 : p > 0.82 you obtain a test statistic of z = 3.077. Jse a normal distribution calculator and the test statistic to find the P-value accurate to 4 decimal places. t may be left-tailed, right-tailed, or 2-tailed. P-value =

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**Determining Voter Preference: An Analysis**

In this study, the objective is to determine if the proportion of voters preferring Candidate A is significantly greater than 0.82. Here’s the process and analysis conducted:

**Hypothesis:**
The alternative hypothesis \( H_1 \) postulates that the population proportion \( p \) exceeds 0.82:
\[ H_1: p > 0.82 \]

Upon conducting the test, a test statistic of \( z = 3.077 \) was obtained.

To quantify the significance of this test statistic, use a normal distribution calculator. The P-value derived from the test statistic should be precise to four decimal places. Depending upon the hypothesis, the P-value can be left-tailed, right-tailed, or two-tailed.

**Calculation:**
Ensure your calculation results in a P-value with an accuracy of up to four decimal places for reliability and detailed analysis.

**P-value =** [Input Box for P-value]

Students and researchers can use this systematic approach when conducting similar statistical tests and rely on accurate tools for precise results.
Transcribed Image Text:**Determining Voter Preference: An Analysis** In this study, the objective is to determine if the proportion of voters preferring Candidate A is significantly greater than 0.82. Here’s the process and analysis conducted: **Hypothesis:** The alternative hypothesis \( H_1 \) postulates that the population proportion \( p \) exceeds 0.82: \[ H_1: p > 0.82 \] Upon conducting the test, a test statistic of \( z = 3.077 \) was obtained. To quantify the significance of this test statistic, use a normal distribution calculator. The P-value derived from the test statistic should be precise to four decimal places. Depending upon the hypothesis, the P-value can be left-tailed, right-tailed, or two-tailed. **Calculation:** Ensure your calculation results in a P-value with an accuracy of up to four decimal places for reliability and detailed analysis. **P-value =** [Input Box for P-value] Students and researchers can use this systematic approach when conducting similar statistical tests and rely on accurate tools for precise results.
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