The graduate student union on campus, TAU, is negotiating its contract with the university administration. The union is bargaining for the administration to provide health care coverage for graduate student teaching associates/assistants. The administration has countered that they are willing to do so if the teaching associates/assistants take a 10% cut in pay. The union takes a random probability sample of 16 graduate students and asks the extent to which they agree to take a 10% pay cut in exchange for health care coverage. The response categories are 1=strongly disagree, 2=disagree, 3=neither agree nor disagree, 4=agree, 5=strongly agree. Their scores are below. Calculate the most appropriate measures of central tendency and dispersion for this set of responses. Write a paragraph describing what you conclude based on your results. [10 points]