3 of 9 - /12 E . . . Table 1 Frequencies for first turn in Rock-Paper- Scissors Part 1 Calculate the chi-square test statistic and the p-value. Round your answer for the chi-square statistic to two decimal places, and your answer for the p-value to three decimal places. X p-value =3 of 9 - /12 E . . . What is the conclusion about the choices made on the first turn of a rock-paper scissors game? O Reject Ho : There is evidence that the assumed proportions are correct. O Reject Ho : There is evidence that the assumed proportions are not correct. O Do not reject Ho : We did not find evidence that the assumed proportions are correct. O Do not reject Ho : We did not find evidence that the assumed proportions are not correct. eTextbook and Media1 of 9 - 14 E . . . Find the expected counts in each category using the given sample size and null hypothesis. Ho : All three categories A, B, C are equally likely; n = 1200 Enter the exact answers. Category A B C Expected count i i eTextbook and Media3 of 9 - /12 E . . . Rock-Paper-Scissors The table below shows the choices made by 122 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 it there is evidence that any of the proportions are different from 3 Option Selected Frequency Rock 66 Paper 41 Scissors 15 Total 122 Table 1 Frequencies for first turn in Rock-Paper- Scissors2 of 9 > - / 4 E . . . Find the expected counts in each category using the given sample size and null hypothesis. Ho : P1 = 0.7, p2 = 0.1, p3 = 0.1, p4 = 0.1; n Enter the exact answers. Category 2 3 Expected count HI e Textbook and Media