Math Problem Statement
Answer it
Solution
Here are the visualizations based on the frequency distribution:
-
Histogram: This shows the frequency of student scores across the intervals. You can see that the interval 19–24 has the highest frequency, with 8 students scoring within this range.
-
Frequency Polygon: This is a line graph connecting the midpoints of each interval, representing the frequencies. It provides a clearer view of the distribution trends, with the peak at the 19–24 interval.
Would you like further details or any additional explanation on this analysis?
Related Questions:
- How do you calculate the midpoints for frequency polygons?
- What are the advantages of using histograms over frequency polygons?
- How would this data change if you used intervals of size 10 instead of 5?
- Can a cumulative frequency distribution be derived from this data?
- What is the difference between a bar graph and a histogram?
Tip: When creating histograms, always ensure the intervals (or bins) are of equal width to avoid skewing the data distribution.
Ask a new question for Free
By Image
Drop file here or Click Here to upload
Math Problem Analysis
Mathematical Concepts
Frequency Distribution
Histogram
Frequency Polygon
Formulas
Frequency = Number of occurrences in an interval
Midpoint = (Lower bound + Upper bound) / 2
Theorems
Frequency distribution theorem
Visualization techniques for statistical data
Suitable Grade Level
Grades 9-12
Related Recommendation
Grouped Frequency Distribution and Relative Frequency Polygon for Math Exam Scores
Frequency Distribution Table and Statistics for Student Scores
Histogram and Frequency Polygon for Class Interval Data
Creating a Histogram for Quiz Scores (Out of 10)
Frequency Distribution and Histogram for Biology Test Scores