Below are two representations of data. A. 2, 5, 5, 6, 6, 6, 7, 8, 9 B. 3 4 5 6 7 8 9 10 Which statement about A and B is true? A. median of A > median of B B. range of A < range of B C. upper quartile of A< upper quartile of B D. lower quartile of A> lower quartile of B 11​

Respuesta :

The correct statement about the two data is: C. upper quartile of A (7.5) < upper quartile of B (8.75).

What is the Median, Range, Upper and Lower Quartiles of a data?

  • Range = Largest value - least value
  • Upper quartile = center of the second half of the data
  • Lower quartile = center of the first half of the data
  • Median = center of the ordered data distribution.

Median, Range, Upper and Lower Quartiles of A:

  • Median = 6
  • Range = 9 - 2 = 7
  • Lower quartile = 5
  • Upper quartile = 7.5

Median, Range, Upper and Lower Quartiles of B:

  • Median = 6.5
  • Range = 10 - 3 = 7
  • Lower quartile = 4.25
  • Upper quartile = 8.75

The correct answer is: C. upper quartile of A (7.5) < upper quartile of B (8.75).

Learn more about median, range, upper and lower quartile on:

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