When is it appropriate to make inferences about a population based upon data collected from a sample?
When the students select their random samples and plot the results on a dotplot, which of the following should they expect to see?The dots, which represent the sample proportions obtained by the students,
If the students were to increase the sample size to n = 200 pieces of marbles each, what will the effect be on the center and variability of the sampling distribution?
When are the results of an experiment said to be statistically significant?
Mrs. Miller claims that 10% of the marbles in the jar are purple. Do the students have statistically significant evidence that the true proportion of purple marbles in the jar is greater than 10%? Use the sampling distribution to help answer the question.
For which of these studies can we draw conclusions of cause and effect?
The valid conclusion is .
Did you find these answers helpful?