Part 2: Working with Male Heights Male Height Data Assuming the data is normally distributed, use the techniques from the (inches) previous question to find the sample mean and sample standard deviation for 71 70 the data (Rounded to the tenths place). Note, the data is not paired, it is 60 65 written in two columns to save space. 76 74 76 67 Find the sample mean and standard deviation. Report those values below. 75 72 Round these values to the tenth place. 69 65 73 68 5. Mean = Standard deviation= 73 77 76 71 6. Use the techniques from the previous question to answer the questions 65 77 below. (round the following answers to the tenth place). 72 77 a) What percent of male adults are less than 7 feet (84 inches)?_ 73 64 72 63 b) What percent of male adults are at least 5 feet 5 inches (65 inches)? 70 65 74 71 67 63 c) What percent of male adult heights are between 65 inches and 84 inches? 7. Practicality makes it impossible to make blue jeans in all sizes. Find the heights corresponding to the following percentages. These are the heights of the shortest and tallest males who will have blue jeans corresponding to their heights. You may also use the invnorm function of you calculator. (Round to the nearest inch) a) The bottom 8% = b) The upper 6% = 8. Find the percentage of male adults whose heights are between the lowest 8% and the upper 6%. [Round to tenth place)