Respuesta :
The correct answer is that Group B has a higher mean.
The range of Group A is 35-15 = 20. The range of Group B is 40-20 = 20. There is no difference.
The mean of Group A is found by adding all of the data points and dividing by the number of data points:
15(9)+20(8)+25(3)+30(6)+35(4)=690; 690/30 = 23.
The mean of Group B is:
20(10)+25(6)+30(4)+35(9)+40(6)=1025; 1025/35 = 29.29
The mean of Group B is higher.
The range of Group A is 35-15 = 20. The range of Group B is 40-20 = 20. There is no difference.
The mean of Group A is found by adding all of the data points and dividing by the number of data points:
15(9)+20(8)+25(3)+30(6)+35(4)=690; 690/30 = 23.
The mean of Group B is:
20(10)+25(6)+30(4)+35(9)+40(6)=1025; 1025/35 = 29.29
The mean of Group B is higher.