Math Problem Statement

he frequency distribution (table) for this data set. Use intervals of width=10 for each row. Round all relative frequencies to the nearest thousandth, and all percents to nearest tenth of a percent.

of employees Frequency Relative frequency Percent

0-9

10-19

20-29

30-39

40-49

50-59

60-69

70-79

Solution

To create a frequency distribution table with the specified intervals (width of 10) for the number of employees, I’ll need the raw data or at least a summary of the frequencies for each interval. Could you provide that information?

Here’s an outline of the table setup:

# of employeesFrequencyRelative frequencyPercent
0-9
10-19
20-29
30-39
40-49
50-59
60-69
70-79

If you provide the raw frequency counts for each interval, I can calculate the relative frequencies and percentages accordingly.

Would you like to add the data? Let me know if you’d like further guidance on building this table or calculating relative frequencies and percentages. Here are some follow-up questions for further exploration:

  1. How would we calculate relative frequency for each interval?
  2. What’s the total sample size used for calculating these frequencies?
  3. How can the table inform us about employee distribution patterns?
  4. What is the significance of rounding relative frequencies and percentages?
  5. How might different interval widths affect the interpretation of this data?

Tip: For clarity, always sum up frequencies before calculating percentages and relative frequencies.

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Math Problem Analysis

Mathematical Concepts

Frequency Distribution
Relative Frequency
Percent Calculation
Data Rounding

Formulas

Relative Frequency = Frequency of Interval / Total Frequency
Percent = Relative Frequency * 100

Theorems

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Suitable Grade Level

Grades 9-12