40 men were included in a survey. The mean height for this group is 68.34 inches with eviation of 3.02 inches. A horizontal line is provided. Place upon it 5 tick marks equally spaced part. Label the line with the mean height and 2 standard deviations from the mean in either lirection. You might want to remind yourself of the per cents found on the Bell Curve. You don't the cunre itself. Answers rounded to whole numbers.

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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Chapter1: Starting With Matlab
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**Transcription for Educational Website**

**Question:**

Forty men were included in a survey. The mean height for this group is 68.34 inches with a standard deviation of 3.02 inches. A horizontal line is provided. Place upon it 5 tick marks equally spaced apart. Label the line with the mean height and 2 standard deviations from the mean in either direction. You might want to remind yourself of the percents found on the Bell Curve. You don’t have to draw the curve itself. Answers rounded to whole numbers.

---

**Graph/Diagram Description:**

There is a horizontal line labeled "height" underneath the text. This line is intended for plotting tick marks that represent the mean height and positions that are one and two standard deviations away from the mean in both directions. The line should include:

1. Center tick mark for the mean height (68.34 inches, rounded to 68).
2. Two tick marks to the right for heights one (71 inches) and two (74 inches) standard deviations above the mean.
3. Two tick marks to the left for heights one (65 inches) and two (62 inches) standard deviations below the mean.

This will help visualize the distribution on a bell curve, showing areas where approximately 68% and 95% of the data points fall within one and two standard deviations respectively.
Transcribed Image Text:**Transcription for Educational Website** **Question:** Forty men were included in a survey. The mean height for this group is 68.34 inches with a standard deviation of 3.02 inches. A horizontal line is provided. Place upon it 5 tick marks equally spaced apart. Label the line with the mean height and 2 standard deviations from the mean in either direction. You might want to remind yourself of the percents found on the Bell Curve. You don’t have to draw the curve itself. Answers rounded to whole numbers. --- **Graph/Diagram Description:** There is a horizontal line labeled "height" underneath the text. This line is intended for plotting tick marks that represent the mean height and positions that are one and two standard deviations away from the mean in both directions. The line should include: 1. Center tick mark for the mean height (68.34 inches, rounded to 68). 2. Two tick marks to the right for heights one (71 inches) and two (74 inches) standard deviations above the mean. 3. Two tick marks to the left for heights one (65 inches) and two (62 inches) standard deviations below the mean. This will help visualize the distribution on a bell curve, showing areas where approximately 68% and 95% of the data points fall within one and two standard deviations respectively.
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