Math Problem Statement
Solution
To determine the frequency of the class containing the value 26 based on the histogram provided, let's examine the histogram's data intervals and corresponding frequencies:
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The intervals shown are labeled on the x-axis: , which suggests that each class likely spans between these values.
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The value 26 falls within the interval 25–31.
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Observing the histogram's bar for this interval, the bar's height represents a frequency of 8.
Thus, the frequency of the class containing the value 26 is 8.
Would you like more details on how to interpret histograms? Here are a few questions you might find helpful:
- How can we identify the interval ranges from the x-axis labels?
- What are the common mistakes when interpreting histogram frequencies?
- How can histograms be used to summarize large data sets?
- What is the difference between a histogram and a bar chart?
- How can we determine the mode of the dataset from a histogram?
Tip: Always check the axis labels and intervals in a histogram to ensure accurate interpretation of data frequencies.
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Math Problem Analysis
Mathematical Concepts
Statistics
Frequency Distributions
Histograms
Formulas
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Theorems
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Suitable Grade Level
Grades 7-9