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Robin’s scores: 99, 108, 102, 107, 119 Evelyn’s scores: 125, 137, 138, 145, 145 Find and compare the medians of the data sets. Do the medians support your conclusion that Robin is winning the game?

Respuesta :

Lieuvan119
Robin's scores:
99,108,102,107,119
Order the number from least to greatest:
99,102,107,108,119
Median:107

Evelyn's scores:
125,137,138,145,145
Order the number from least to greatest:
125,137,138,145,145
Median:138. The median of Evelyn's scores is higher than the median of Robin's score. As a result, Robin will not win the game. Hope it help!

The median of the Robbin's score 107 and median of the Evelyn's score 137.

Hence Robin is not winning.

What is medians of the data set?

Median of the data set is the middle value of the data when data is arranged in the increasing order.

Given information-

Robin’s scores:  99,   108,   102,   107,   119

Evelyn’s scores: 125,   137,   138,   45,  145.

As the median of the data set is the middle value of the data when data is arranged in the increasing order.Thus arrange the data in the increasing order (lowest to highest number).

  • Robin’s scores:   99,     102,   107,   108,  119

Here the middle number in the data set of the Robin's score is 107. Thus the median of the Robbin's score 107.

Arrange the Evelyn's score as,

  • Evelyn’s scores:  45,  125,   137,   138,   145.

Here the middle number in the data set of the Evelyn's score is 137. Thus the median of the Evelyn's score 137.

AS the median of the Robbin's score 107 and median of the Evelyn's score 137. Hence Robin is not winning.

Learn more about the median here;

https://brainly.com/question/26177250

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