Respuesta :
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.
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