The mean of this distribution (don’t try to find it) will be

a. very close to the median.

b. greater than the median.

c. less than the median.

d. You can’t say, because the distribution isn’t symmetric.

e. You can’t say, because the distribution isn’t Normal.

The following options are

a. very close to the median.

b. greater than the median.

c. less than the median.

d. You can’t say, because the distribution isn’t symmetric.

e. You can’t say, because the distribution isn’t Normal.

Because most dots are on the right side of the dot and there is a tail of fewer dots to the left in the dot plot, the dot plot is skewed to the left. The uncommon values have little impact on the median. The mean would be smaller than the median since there are unusually small values.

As a result, the best solution is (c)

(a)The mean of this distribution (don’t try to find it) will not be very close to the median.

(b) The mean of this distribution (don’t try to find it) will not be greater than the median.

(d)The mean of this distribution (don’t try to find it) will not be you can’t say, because the distribution isn’t symmetric.

(e) The mean of this distribution (don’t try to find it) will not be you can’t say, because the distribution isn’t Normal.