Draw the histogram of the following data

300-400- 14

400-500 —56

500-600 -60

600-700-86

700-800-74

800-900-62

900-1000- 48

Plot with this data on visual diagram not python code

Here is the histogram you requested, representing the given frequency distribution. The intervals are labeled along the x-axis, and the heights of the bars correspond to the provided frequency values.

Let me know if you need further clarifications or adjustments!

Would you like further details on any of the steps? Here are 5 follow-up questions to consider:
1. How do we interpret the shape of this histogram?
2. What would happen if we changed the bin sizes?
3. How does the distribution's shape suggest central tendency (mean, median)?
4. How could this data be represented as a cumulative frequency graph?
5. How do histograms differ from bar charts?

**Tip:** When comparing distributions, histograms are useful for visualizing data concentration, spread, and skewness.

Draw the histogram of the following data
300-400- 14
400-500 —56
500-600 -60
600-700-86
700-800-74
800-900-62
900-1000- 48
Plot with this data on visual diagram not python code

Learn how to draw a histogram representing a given frequency distribution with intervals ranging from 300 to 1000. This data visualization task is suitable for students in Grades 6-8, focusing on the interpretation and creation of histograms.

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