Math 12 Fall 2021 48121 Jesse Gomez | 09/24/21 10:48 AM HW Score: 0%, 0 of 5 points E Homework: 3.5 Question 1, 3.5-7 O Points: 0 of 1 Save here V Jason and Alex were the top two players in a tennis tournament. They dominated the competition with a record number of aces (an ace is a valid serve that could not be returned by an opponent). The following table provides the number of aces served by each of the two players during the five sets: Jason 3 4 3 3 4 Alex 6 5 2 3 (i) Without doing any calculations, decide for which player the standard deviation of the number of aces is smaller and explain. 109/21 (ii) Find the individual population standard deviations of the number of aces. Round your final answer to two decimal places. How does this compare with part (i)? 124/21 O A. (1) The spread of the values appears to be smaller for Jason, so he is likely O B. (i) The spread of the values appears to be smaller for Alex, so he is likely 6 (0 poir to have the smaller standard deviation. to have the smaller standard deviation. (ii) Jason's population standard deviation is 0.49; Alex's population (ii) Jason's population standard deviation is 0.94; Alex's population nlimited standard deviation is 1.85, so Jason did have the smaller standard standard deviation is 0.12, so Alex did have the smaller standard deviation. deviation. estions: O C. (1) The spread of the values appears to be smaller for Jason, so he is likely O) D. (i) The spread of the values appears to be smaller for Alex, so he is likely to have the smaller standard deviation. Incorrec to have the smaller standard deviation. (ii) Jason's population standard deviation is 0.77; Alex's population (ii) Jason's population standard deviation is 1.32; Alex's population 1) standard deviation is 1.93, so Jason did have the smaller standard standard deviation is 1.01, so Alex did have the smaller standard deviation. /1) deviation