Respuesta :
As the graph and later half of question is not given I will answer the same question found somewhere else
The options were
A=The mean number of red cubes is less than the median number of red cubes.
B=The mean number of red cubes is more than the median number of red cubes.
C=The mean number of red cubes is equal to the median number of red cubes.
D=The mean number of red cubes cannot be compared to the median number of red cubes.
According to data balls in different bags were
0,0,2,2,3,4,6,7,7,8
now for this data mean=sum of data/number of data
so mean=(0+0+2+2+3+4+6+7+7+8)/10
mean=3.9
and median for even number=average of two middle numbers
so here two middle numbers are 3,4
so median= (3+4)/2
median=3.5
so as mean>median
option B is correct
The options were
A=The mean number of red cubes is less than the median number of red cubes.
B=The mean number of red cubes is more than the median number of red cubes.
C=The mean number of red cubes is equal to the median number of red cubes.
D=The mean number of red cubes cannot be compared to the median number of red cubes.
According to data balls in different bags were
0,0,2,2,3,4,6,7,7,8
now for this data mean=sum of data/number of data
so mean=(0+0+2+2+3+4+6+7+7+8)/10
mean=3.9
and median for even number=average of two middle numbers
so here two middle numbers are 3,4
so median= (3+4)/2
median=3.5
so as mean>median
option B is correct
The answer is B. If you add all of the r d cubes and divide by 10 you get 3.9. And the median is 3.5, therefore the mean is greater than the median.