Respuesta :

Considering the given box plots, we have that:

  • Class A has the higher IQR.
  • Class A has the highest test score.
  • Class B has the higher median.
  • Class B has the smaller range.

What is a box plot?

It is a plot that focuses the interquartile range of the population, which is the difference between the third and the first quartile, but gives a five number summary of the population, composed by these following measures.

  • The smallest value.
  • The first quartile.
  • The median.
  • The third quartile.
  • The highest value.

Hence, for class A, we have that:

  • The smallest value is 62.
  • The first quartile is 65.
  • The median is of 70.
  • The third quartile is 79.
  • The highest value is of 86.

Then:

  • The IQR is of 79 - 65 = 14.
  • The range is of 86 - 62 = 24.

Hence, for class B, we have that:

  • The smallest value is 68.
  • The first quartile is 70.
  • The median is of 74.
  • The third quartile is 77.
  • The highest value is of 79.

Then:

  • The IQR is of 77 - 70 = 7.
  • The range is of 79 - 68 = 11.

Hence the correct options are given as follows:

  • Class A has the higher IQR.
  • Class A has the highest test score.
  • Class B has the higher median.
  • Class B has the smaller range.

More can be learned about box plots at https://brainly.com/question/27721471

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