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Question 1
A B C D E
Question 2
A B C D E
Question 3
A B C D E
Question 4
A B C D E
Question 5
A B C D E
Question 6
A B C D E
Question 7
A B C D E
Question 8
A B C D E
Question 9
A B C D E
Question 10
A B C D E
For Questions 11 - 14, write your answers and work on the paper provided
Question 11
Part A: Determine the mean, median and mode. Part B: Determine the lower and upper quartiles. Part C: Determine the range and interquartile range. Part D: Determine the location of any outliers. Does this set contain outliers? If so, what value(s)? Part E: Sketch a box and whisker plot of the data set.
Question 12
Part A: Find P(A and B). Part B: Find P(A|B). Part C: Find P(B|A). Part D: What is different about the events A and B in Parts B and C? (Compare the actual events, not their numeric probabilities.) Part E: Are events A and B independent? Justify your answer.
Question 13
Part A: What kind of distribution is this?
Question 14
Using a standard deck of cards, write an explanation of how you would illustrate to a student the idea of independent and dependent events. (Consider drawing a single card and finding the probability that the card is an Ace knowing that it is a black card, versus the probability that the card is a Spade knowing that it is a black card).