Problem 1. Consider the following data. Consider it a population (not a sample)
Find the mean, variance and standard deviation
Find the z-scores of 1,5,6 and 10.
How big or small would a data have to be to be considered an outlier?
Use Chebyshev’s Theorem to find the range in which 75% of the data will lie. What is the actual percentage of data in this range?
Problem 2. Consider the following frequency distribution table.
Find the mean of the data.
Find the variance.
Find the standard deviation