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Ms. Barnsley separates her class into two groups. She gives each student the same 25-question math quiz Group A uses a
calculator, while Group B does not. The table shows the completion times, in minutes, of students in each group
Quiz Completion Times (minutes)
Group A
Group B
4.
5
5.5
4.8
4.9
4.6
4.0
5.0
4.2
4.8
4.8
4.
4
4.1
4.
7
3.5
5.214.6
3.9 4.
3
4
Which statement is true about the distributions of completion times?
The students in Group A tended to complete the quiz in less time.
The median of Group A is greater than the median of Group B.
The means of both groups are about the same
The standard deviation of Group B is less than the standard deviation of Group

Respuesta :

Answer is B

Step-by-step explanation:

The mean of Group A is greater than the mean of Group B. This is obtained by calculating the mean of both groups.

Calculate the mean of both groups:

To find the answer, we should calculate the mean of both groups A and B.

The total number of observations, n=9

Mean of group A =∑x/n = [tex]\frac{4.5+4.8+4.6+5.0+4.8+4.4+4.7+5.2+3.9}{9}[/tex] =41.9/9 = 4.56

Mean of group B =∑x/n =[tex]\frac{5.5+4.9+4.0+4.2+4.8+4.1+3.5+4.6+4.3}{9}[/tex] =39.9/9 =4.43

Thus the mean of group A is more than mean of group B.

Hence the mean of Group A is greater than the mean of Group B.

Learn more about mean here:

brainly.com/question/2401311

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