7.14 Rock-Paper-Scissors (Graded for Accurateness) In Data 6.1 on page 367 we see a table, reproduced in the table below that shows the choices made by 119 players on the first turn of a Rock-Paper-Scissors game. Recall that rock beats scissors which beats paper which beats rock. A player gains an advantage in playing this game if there is evidence that the choices made on the first turn are not equally distributed among the three options. Use a goodness-of-fit test to see if there is evidence that any of the proportions are different from 1/3. Option Selected Frequency Rock 66 Раper 39 Scissors 14 Total 119
7.14 Rock-Paper-Scissors (Graded for Accurateness) In Data 6.1 on page 367 we see a table, reproduced in the table below that shows the choices made by 119 players on the first turn of a Rock-Paper-Scissors game. Recall that rock beats scissors which beats paper which beats rock. A player gains an advantage in playing this game if there is evidence that the choices made on the first turn are not equally distributed among the three options. Use a goodness-of-fit test to see if there is evidence that any of the proportions are different from 1/3. Option Selected Frequency Rock 66 Раper 39 Scissors 14 Total 119
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
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
Transcribed Image Text:7.14 Rock-Paper-Scissors (Graded for Accurateness) In Data 6.1 on page 367 we see a
table, reproduced in the table below that shows the choices made by 119 players on the first turn of
a Rock-Paper-Scissors game. Recall that rock beats scissors which beats paper which beats rock.
A player gains an advantage in playing this game if there is evidence that the choices made on the
first turn are not equally distributed among the three options. Use a goodness-of-fit test to see if
there is evidence that any of the proportions are different from 1/3.
Option Selected Frequency
Rock
66
Раper
39
Scissors
14
Total
119
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