Random samples of size n were selected from a normal population with the means and variances given here. n = 6, µ = 117, o2 = 1 Describe the shape of the sampling distribution of the sample mean. The distribution is normal. The distribution is bimodal. The distribution is uniform. The distribution is skewed left. The distribution is skewed right. Find the mean and standard error of the sampling distribution of the sample mean. mean standard error

MATLAB: An Introduction with Applications
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ISBN:9781119256830
Author:Amos Gilat
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Chapter1: Starting With Matlab
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**Random Samples from a Normal Population**

Random samples of size \( n \) were selected from a normal population with the means and variances given here.

- \( n = 6 \)
- \( \mu = 117 \)
- \( \sigma^2 = 1 \)

**Questions**

1. **Describe the Shape of the Sampling Distribution of the Sample Mean:**

   - The distribution is normal.
   - The distribution is bimodal.
   - The distribution is uniform.
   - The distribution is skewed left.
   - The distribution is skewed right.

2. **Find the Mean and Standard Error of the Sampling Distribution of the Sample Mean:**

   - **Mean:** [Input box]
   - **Standard Error:** [Input box]
Transcribed Image Text:**Random Samples from a Normal Population** Random samples of size \( n \) were selected from a normal population with the means and variances given here. - \( n = 6 \) - \( \mu = 117 \) - \( \sigma^2 = 1 \) **Questions** 1. **Describe the Shape of the Sampling Distribution of the Sample Mean:** - The distribution is normal. - The distribution is bimodal. - The distribution is uniform. - The distribution is skewed left. - The distribution is skewed right. 2. **Find the Mean and Standard Error of the Sampling Distribution of the Sample Mean:** - **Mean:** [Input box] - **Standard Error:** [Input box]
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