1. Determine the appropriate level of measurement (i.e., measurement scale) for each variable below (each correct answer 0.25 point):: a) Years of schooling you expect to complete by the AGE 25 b) ACT verbal score c) The taste of food at U. of Washington home football games (edible, barely edible, horrible) d) Number randomly drawn in a Bingo game (from 1 to 35)6. The table below shows the number of WINS per season for the UW men's basketball team from 1974 to 2013 (40 years): 16 16 23 17 14 11 18 14 19 16 24 22 19 2O 10 12 11 14 12 13 5 1D 16 17 20 17 10' 10 11 1D 19 29 26 19 16 26 26 24 2:4 18 a) Construct a stem-and-leaf display (with the following ranges for the stems: 5-9, 10-14, 15-19,. . .) to represent the number of WINS over the 40 years. (ipoa' b) Given the stem-and-leaf display, in how many years did the team WIN at least 20 games over the 40 years? (0.5mm) c) Given the stem-and-leaf display, which value(s) for WINS occurred more frequently than any other value(s) over the 40 years? {0.251151%}? d) Given the stem-and-leaf display, what is the range (range = max value min value) for the number of WINS over the 40 years? (0.25poiat) e) Assume the halfway value (i.e., median) for the distribution of WINS equals 16.5 (and not 1 7), what is the largest number of WINS the maximum value could be reduced yet still NOT change the halfway value? {ipoimj i) Bey explain part e). (1 pair\")