A survey asks questions about​ one's happiness and health. One would think that health plays a role in​ one's happiness. Use the data in the accompanying table to determine whether healthier people tend to also be happier. Treat level of health as the explanatory variable. Create a conditional distribution for the data.     Level of Health Level of Happiness Poor Fair Good Excellent Not too happy enter your response here enter your response here enter your response here enter your response here Pretty happy enter your response here enter your response here enter your response here enter your response here Very happy enter your response here enter your response here enter your response here enter your response here Total enter your response here enter your response here enter your response here enter your response here ​(Round to three decimal places as​ needed.) Part 2 Use the conditional distribution to determine if healthier people tend to be happier

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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A survey asks questions about​ one's happiness and health. One would think that health plays a role in​ one's happiness. Use the data in the accompanying table to determine whether healthier people tend to also be happier. Treat level of health as the explanatory variable.

Create a conditional distribution for the data.
 
 
Level of Health
Level of Happiness
Poor
Fair
Good
Excellent
Not too happy
enter your response here
enter your response here
enter your response here
enter your response here
Pretty happy
enter your response here
enter your response here
enter your response here
enter your response here
Very happy
enter your response here
enter your response here
enter your response here
enter your response here
Total
enter your response here
enter your response here
enter your response here
enter your response here
​(Round to three decimal places as​ needed.)
Part 2
Use the conditional distribution to determine if healthier people tend to be happier
The image contains a data table displaying the relation between self-reported happiness and perceived quality of some aspect, possibly life or a specific service.

**Data Table:**

- Axis 1 (Vertical): Quality Levels
  - Poor
  - Fair
  - Good
  - Excellent

- Axis 2 (Horizontal): Happiness Levels
  - Not too happy
  - Pretty happy
  - Very happy

**Table Data:**

- **Poor:**
  - Not too happy: 685
  - Pretty happy: 940
  - Very happy: 350

- **Fair:**
  - Not too happy: 1,366
  - Pretty happy: 3,817
  - Very happy: 1,382

- **Good:**
  - Not too happy: 1,629
  - Pretty happy: 9,642
  - Very happy: 4,520

- **Excellent:**
  - Not too happy: 732
  - Pretty happy: 5,185
  - Very happy: 5,095

This table illustrates the distribution of happiness levels across different perceived quality ratings, showing correlations between them.
Transcribed Image Text:The image contains a data table displaying the relation between self-reported happiness and perceived quality of some aspect, possibly life or a specific service. **Data Table:** - Axis 1 (Vertical): Quality Levels - Poor - Fair - Good - Excellent - Axis 2 (Horizontal): Happiness Levels - Not too happy - Pretty happy - Very happy **Table Data:** - **Poor:** - Not too happy: 685 - Pretty happy: 940 - Very happy: 350 - **Fair:** - Not too happy: 1,366 - Pretty happy: 3,817 - Very happy: 1,382 - **Good:** - Not too happy: 1,629 - Pretty happy: 9,642 - Very happy: 4,520 - **Excellent:** - Not too happy: 732 - Pretty happy: 5,185 - Very happy: 5,095 This table illustrates the distribution of happiness levels across different perceived quality ratings, showing correlations between them.
Expert Solution
Step 1

Given that:

  Poor Fair Good Excellent
Not too happy 685 1366 1629 732
Pretty happy 940 3817 9642 5185
Very happy 350 1382 4520 5095
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