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The first quartile of the data set represented by the box plot is . The median of the data set is . Box plot graph. Box value ranges from 12 to 19. Value of left whisker ranges from 9 to 12. Value of right whisker ranges from 19 to 24. Median is at 16. Box around left of median ranges from 12 to 16. Box around right of median ranges from 16 to 19.

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akposevictor

Using the given the box plot:

the first quartile of the data set is: 12

the median value of the data set is: 16

How to Determine the Five-number Summary of a Box Plot?

The five-number summary that is displayed by a box plot include:

  • Minimum value: this is the value which is at the far end of the left whisker.
  • First Quartile: which is the value at the beginning of the edge of the box.
  • Median value: this is the value at the point where the vertical line divides the box.
  • Third Quartile: which is the value at the beginning of the edge of the box.
  • Minimum value: this is the value at the far end of the right whisker of the box plot.

Using the box plot given, the five-number summary that is displayed include:

  • Minimum value: 9
  • First Quartile: 12
  • Median value: 16
  • Third Quartile: 19
  • Minimum value: 24

Thus, we can state that, given the box plot:

the first quartile of the data set is: 12

the median value of the data set is: 16

Learn more about box plot on:

https://brainly.com/question/14277132

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