The distribution of number of red pieces in candy bags is best described as symmetrical. Therefore, the ? is a more appropriate measure of spread than the ?. The best measure of center for this distribution is ?.
The best measure of spread for this symmetrical distribution would be the standard deviation, as it gives a more comprehensive understanding of the variability of the data compared to the range. The best measure of center for this distribution would be the median, as it is not influenced by extreme values and provides a more accurate representation of the central tendency of the data in a symmetrical distribution.
can you only fill in all the blanks
The distribution of number of red pieces in candy bags is best described as symmetrical. Therefore, the standard deviation is a more appropriate measure of spread than the range. The best measure of center for this distribution is the median.
the options are iqr standard deviation mean and median for the less appropriate measure part
The distribution of number of red pieces in candy bags is best described as symmetrical. Therefore, the standard deviation is a more appropriate measure of spread than the IQR. The best measure of center for this distribution is the median.
and the median isnt an option
I apologize for the oversight. In that case, the correct response would be:
The distribution of number of red pieces in candy bags is best described as symmetrical. Therefore, the standard deviation is a more appropriate measure of spread than the range. The best measure of center for this distribution is the mean.