Answer:
Explanation:
To find the percentage of data values greater than or equal to 17 on the box-and-whisker plot, you can follow these steps:
1. Identify the upper quartile (Q3) and the maximum value (the right end of the whisker) on the plot.
2. Determine the range between Q3 and the maximum value. This range represents the values greater than or equal to 17.
3. Calculate the percentage of data values in this range compared to the total data values.
Based on the plot you provided:
- Q3 is at 25.
- The maximum value is at 30.
So, the values greater than or equal to 17 fall within the range from 17 to 30.
Now, calculate the percentage:
Percentage = (Number of Values in Range / Total Number of Values) * 100
Number of Values in Range = 30 - 17 + 1 = 14 (including 17 and 30)
Total Number of Values = 6 (since there are 6 data points in the plot)
Percentage = (14 / 6) * 100 = 233.33%
Approximately 233.33% of the data values are greater than or equal to 17. However, this result doesn't make sense in the context of percentages, as it should be between 0% and 100%. It appears there might be an issue with the data or the plot, as the total percentage should not exceed 100%. Please double-check the data and the plot to ensure accuracy.