A predictive model is an approach to prediction that:
A) relates the conditions expected to be in place influencing the factor that is being
predicted.
B) observes a consistent pattern over time.
C) identifies a pattern and projects it into the future.
D) uses past experience to predict the future.
E) uses current experience to explain the past.
If we were comparing the difference between the mean number of sports drinks
consumed by males versus females, and we calculated a z value of 6.43, we would
conclude that:
A) the probability of support of the null hypothesis of no difference is less than .01
because 6.43 is greater than 2.58.
B) the probability of support of the alternative hypothesis of no difference is less than .
01 because 6.43 is greater than 2.58.
C) the probability of support of the null hypothesis of no difference is less than .01
because 6.43 is less than 2.58.
D) the probability of support of the alternative hypothesis of no difference is less than .
01 because 6.43 is less than 2.58.
E) there is a 6.43 percent chance that the two means are not significantly different.