A goodness-of-fit test is performed to determine whether the number of newly vaccinated people per day is normally distributed. If the null hypothesis is rejected, how might the conclusion be worded? A.There is significant evidence that the number of newly vaccinated people per day follows a normal distribution B. There is insufficient evidence that the number of newly vaccinated people per day does not follow a normal distribution C. There is significant evidence that the number of newly vaccinated people per day follows a uniform distribution D. There is significant evidence that the number of newly vaccinated people per day does not follow a normal distribution
A goodness-of-fit test is performed to determine whether the number of newly vaccinated people per day is
A.There is significant evidence that the number of newly vaccinated people per day follows a normal distribution
B. There is insufficient evidence that the number of newly vaccinated people per day does not follow a normal distribution
C. There is significant evidence that the number of newly vaccinated people per day follows a uniform distribution
D. There is significant evidence that the number of newly vaccinated people per day does not follow a normal distribution
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