As a measure of variability, calculate the variance for the following set of data: X = {110, 36, 55, 40, 37, 42, 43, 101} Enter the numerator (sum of squares) value. Report your answer rounded to the nearest 2 decimal places (ex: round 1.7896 to 1.79). Enter the denominator. Report your answer as a whole number with no decimals (e.g., "1").Suppose we compute the standard deviation of weekly assessment scores and find that it is equal to 1.50. Explain what this standard deviation value means.In Excel, create a table that shows the mean, median, mode, variance, standard deviation, and range for the following data: 65, 814, 29, 626, 93, 110, 62, 65, 174, 101, 223, 172, 80, 9, 79, 113, 85, 91 Paste that image into a word document and upload your .doc file for this question.Which measure of variability is more useful when describing a data set? standard deviation Why is that measure more usefu J [Select] It is a quicker calculation. It describes the spread of the data from the mean. The value is in the same units as the variable measurement. The value is in squared units