QQuestionStatistics
QuestionStatistics
| Drain a scatter diagram that might represent each relation: | |
| --- | --- |
| Number of administrations on staff and the square footage of a hospital | |
| Home toilet price and number of popcorn bags sold | |
| Choose the most accurate scatter diagram below for the first relation: | |
| ☐ A. | ☐ B. |
| ☐ B. | ☐ C. |
| ☐ D. | ☐ E. |
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| ☐ H. | ☐ I. |
| ☐ J. | ☐ J. |
| ☐ K. | ☐ L. |
| ☐ L. | ☐ M. |
| ☐ N. | ☐ O. |
| ☐ O. | ☐ P. |
| ☐ P. | ☐ Q. |
| ☐ Q. | ☐ R. |
| ☐ S. | ☐ T. |
| ☐ U. | ☐ V. |
| ☐ V. | ☐ W. |
| ☐ X. | ☐ Y. |
| ☐ Y. | ☐ Z. |
| ☐ Z. | ☐ Z. |
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| ☐ Z. | ☐ Z. |
| ☐ Z. | ☐ Z. |
| ☐ Z. | ☐ Z. |
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Answer
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Step 1:I'll solve this problem step by step, focusing on the first relation: Number of administrations on staff and the square footage of a hospital.
Step 2:: Understand the Scatter Diagram Relationship
A scatter diagram shows the relationship between two variables. For the number of administrations on staff and hospital square footage, we want to determine the type of correlation.
Step 3:: Analyze the Possible Correlation
In this scenario, we would expect a positive correlation. As the number of administrations increases, the hospital's square footage is likely to increase as well.
Step 4:: Characteristics of the Correlation
- Positive correlation means as one variable increases, the other tends to increase - The points would trend upward from left to right on the scatter diagram - The relationship appears to be relatively linear
Step 5:: Select the Appropriate Scatter Diagram
Based on the description, the scatter diagram should show: - Points clustered in an upward-sloping pattern - A clear positive trend - Points that roughly follow a straight line
Step 6:: Visualization
- $$y$$-axis represents hospital square footage
The scatter diagram would look like a line with a positive slope, where: - Points clustered close to a straight line rising from bottom-left to top-right
Final Answer
The scatter diagram representing the relationship between number of administrations and hospital square footage would show a clear positive linear correlation.
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