Here is the data to answer the questions this is for review (2) Make a frequency table to show the frequency with which you chose each response. (3) From your frequency table, calculate the proportion of your responses that were Rock, the proportion that were Paper, and the proportion that were Scissors. (4) Make a two-way table to show the relationship between your response and the outcome of each round. (5) From your two-way table, calculate the proportion of Rock responses that resulted in a win, the proportion of Paper responses that resulted in a win, and the proportion of Scissors responses that resulted in a win. (6) From your two-way table, calculate the proportion of wins that resulted from a Rock re-sponse, the proportion of wins that resulted from a Paper response, and the proportion of wins that resulted from a Scissors response. (NOTE: This is a different question from (5) (7) From your data, which response seems most likely to result in a win? (8) Can you conclude from (6) which response is most likely to result in a win in general, for all Rock-Paper-Scissors players? Why or why not? How might you design an experiment to determine which response is most likely to result in a win in general?
Here is the data to answer the questions this is for review (2) Make a frequency table to show the frequency with which you chose each response. (3) From your frequency table, calculate the proportion of your responses that were Rock, the proportion that were Paper, and the proportion that were Scissors. (4) Make a two-way table to show the relationship between your response and the outcome of each round. (5) From your two-way table, calculate the proportion of Rock responses that resulted in a win, the proportion of Paper responses that resulted in a win, and the proportion of Scissors responses that resulted in a win. (6) From your two-way table, calculate the proportion of wins that resulted from a Rock re-sponse, the proportion of wins that resulted from a Paper response, and the proportion of wins that resulted from a Scissors response. (NOTE: This is a different question from (5) (7) From your data, which response seems most likely to result in a win? (8) Can you conclude from (6) which response is most likely to result in a win in general, for all Rock-Paper-Scissors players? Why or why not? How might you design an experiment to determine which response is most likely to result in a win in general?
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Here is the data to answer the questions this is for review
(2) Make a frequency table to show the frequency with which you chose each response.
(3) From your frequency table, calculate the proportion of your responses that were Rock, the proportion that were Paper, and the proportion that were Scissors.
(4) Make a two-way table to show the relationship between your response and the outcome of each round.
(5) From your two-way table, calculate the proportion of Rock responses that resulted in a win, the proportion of Paper responses that resulted in a win, and the proportion of Scissors responses that resulted in a win.
(6) From your two-way table, calculate the proportion of wins that resulted from a Rock re-sponse, the proportion of wins that resulted from a Paper response, and the proportion of wins that resulted from a Scissors response. (NOTE: This is a different question from (5)
(7) From your data, which response seems most likely to result in a win?
(8) Can you conclude from (6) which response is most likely to result in a win in general, for all Rock-Paper-Scissors players? Why or why not? How might you design an experiment to determine which response is most likely to result in a win in general?
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