Draw graphs and show answers as P( ) = ### Statistical Hypothesis Testing1. **Identify the Null and Alternative Hypothesis in Symbolic Form** - A certain car company develops a car that will average better than 35 miles per gallon (mpg). - **Null Hypothesis (\( H_0 \))**: \(\mu \leq 35\) mpg - **Alternative Hypothesis (\( H_a \))**: \(\mu > 35\) mpg - This represents the original claim that the car averages better than 35 mpg.2. **Find \( z_{\alpha} \) for \( \alpha = 0.02 \)** - Conduct a one-tail test. - (**Graph explanation**: A standard normal distribution curve is typically drawn. Shade the tail corresponding to \( \alpha = 0.02 \) on the right side of the curve to represent the rejection region.)3. **Find the \( p \)-value for a Right-Tailed Test** - Given that the test statistic is \( z = 1.02 \). - (**Graph explanation**: Again, draw a standard normal distribution curve. Mark the point \( z = 1.02 \) and shade the area to the right of this point to represent the \( p \)-value for the right-tailed test.)

Name: Draw graphs and show answers as P( ) = ### Statistical Hypothesis Test
Uploaded: 2024-03-20T06:47:22.000Z
Channel: Bartleby
Description: Draw graphs and show answers as P( ) = ### Statistical Hypothesis Testing1. **Identify the Null and Alternative Hypothesis in Symbolic Form** - A certain car company develops a car that will average better than 35 miles per gallon (mpg). - **Nul