Math Problem Statement
State whether the variable is discrete or continuous.
The height of a player on a basketball team
Question content area bottom
Part 1
continuous
discrete
Solution
The height of a player on a basketball team is a continuous variable.
This is because height can take on any value within a range and can be measured to an arbitrary level of precision (e.g., 6 feet, 6.1 feet, 6.15 feet, etc.).
Would you like more details or have any questions about this topic?
Here are some related questions to expand on this information:
- What are some examples of other continuous variables?
- Can you provide examples of discrete variables?
- How do we distinguish between discrete and continuous variables?
- Why is it important to know whether a variable is discrete or continuous?
- How do you measure continuous variables accurately?
- What are some common methods for analyzing continuous data?
- How do discrete variables affect data analysis compared to continuous variables?
- Can a variable ever be considered both discrete and continuous? If so, how?
Tip: Continuous variables are often associated with measurements that can be infinitely divisible, whereas discrete variables are usually countable.
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Math Problem Analysis
Mathematical Concepts
Statistics
Variables
Formulas
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Theorems
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Suitable Grade Level
High School
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