Math Problem Statement
Solution
To determine the best values for and , which represent the scale for the Length axis on the scatter graph, let’s analyze the provided data:
Length Data:
113 cm, 139 cm, 109 cm, 92 cm, and 120 cm.
Steps:
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Identify the Range of Data:
- Minimum Length = 92 cm.
- Maximum Length = 139 cm.
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Set the Scale:
- Choose as a value slightly less than the minimum length to allow all data points to fit. could be 90 cm.
- Choose as a value slightly greater than the maximum length to account for all data points. could be 140 cm.
Answer:
Let me know if you want a detailed explanation or have any questions!
Here are 5 related questions for further exploration:
- How would you determine the best scale for the Mass axis in the scatter plot?
- Why is it important to choose a scale that includes all data points?
- What would happen if or were chosen incorrectly?
- How can this scale affect the interpretation of a scatter graph?
- How do you decide the intervals for the axis (e.g., increments of 5 cm, 10 cm)?
Tip: Always check
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Math Problem Analysis
Mathematical Concepts
Data Analysis
Scatter Graphs
Scale Selection
Formulas
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Theorems
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Suitable Grade Level
Grades 6-8
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