Question

From the 2018-19 NHL season, the following is the number of points Connor McDavid scored in each game from a random sample of 50 games: Points scored 0 1 2 3+ Games 7 | 18 18 7 Carry out an appropriate hypothesis test to test if the number of points in each game is evenly distributed. If the exact P- value is 0.0215, what are the degrees of freedom and appropriate conclusion at the 2% level of significance? Select one: O a. df = 49; there is insufficient evidence of an even distribution. cross out b. df = 4; there is insufficient evidence of an uneven distribution. cross out cross out c. df = 3; there is insufficient evidence of an even distribution. d. df = 49; there is insufficient evidence of an uneven distribution. e. df = 3; there is insufficient evidence of an uneven distribution. cross out o cross out

Answer 1

Solution :

P-value = 0.0215

P-value > 0.02

Fail to reject the null hypothesis .

df = 4 - 1 = 3

The correct option is ,

c. df = 3; there is insufficient evidence of an even distribution.