What are some of the conclusions that you can draw from the data collected? Include any correlations that you notice about the Arm Span and Heig
What are some of the conclusions that you can draw from the data collected? Include any correlations that you notice about the Arm Span and Heig
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Question
What are some of the conclusions that you can draw from the data collected? Include any

Transcribed Image Text:**Arm Span Histogram with Polygon**
This graph represents a histogram of arm span measurements, with the values ranging along the horizontal axis (Arm Span) and their frequency on the vertical axis (Frequency).
### Histogram Explanation:
- **Bins**: The histogram is divided into several bins, each representing a range of arm spans:
- 158 to 163
- 163 to 168
- 168 to 173
- 173 to 178
- 178 to 183
- 183 to 188
- 188 to 193
- 193 to 198
- **Frequency**: The height of each bar corresponds to how many measurements fall into that range.
- The frequency starts at 4 for the 158-163 range, decreases to 2 for 173-178, reaches a peak of 5 for 183-188, and drops to 1 for the 193-198 range.
### Frequency Polygon:
- An orange line connects the midpoints of the tops of each bar, forming a polygon that provides a visual representation of the distribution's shape.
This graph helps visualize the distribution of arm span measurements, highlighting the most and least common ranges.
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