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Based on this relative frequency histogram, give the maximum lower bound and minimum upper bound for the median number of points the basketball player scored over his last 21 games. A player can only score a whole number of points in a basketball game. lower bound = upper bound =

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anthougo

The maximum lower bound and minimum upper bound for the median number of points the basketball player scored over his last 21 games are:

Lower bound = 9.5

Upper bound = 30

What are the points scored in a basketball?

In basketball, players can score 1, 2, 3 (or even 4 or 5 points) during a possession.

Players who score five points are fouled in the act of shooting a three-pointer and making the shot.

Players who score four points attempt a three-pointer and make the subsequent foul shot.

Players who score three points go beyond the 3-point line, in bounds.  

Players who score two points go inside the 3-point line, in bounds.

Players who score one point make free throws.

Data and Calculations:

Basketball scores =  1, 2, 3, 4, 5 points

Median = 3 per possession

Relative Frequency of Scores(ordered):

9.5   10  12.5   15   15.5   18.5   20  21.5  25    26   30    30

Thus, the maximum lower bound and minimum upper bound for the median number of points the basketball player scored over his last 21 games are 9.5 and 30.

Learn more about basketball scores at https://brainly.com/question/19538418

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Question Completion:

Relative Frequency of Scores

30 30 26 25 20 15 10 9.5 12.5 15.5 18.5 21.5

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