(Set Operations and Relations MC)Given U = {binder, book, calculator, computer, notebook, pencil, ruler}, A = {book, calculator, pencil}, and B = {binder, calculator, pencil, ruler}. If (A ∩ B)’ = {binder, book, computer, notebook, ruler}, determine A’ ∪ B’.

(Combinations and Permutations LC)Calculate the number of combinations, given n = 16 and r = 3.

(Logic and Truth Tables LC)Given the two statements p and q, write a compound statement using a disjunction. p: It is snowing. q: The trees are still.

(Exploring Events Using Probability LC)Describe all the outcomes of the event from rolling a number of at least 8 on a standard 12-sided die.

(Data Displays LC)Which of the following data sets shows categorical data?

  (Logic Operations and Equivalence MC)Use the statements and truth table to determine which statements are equivalent. p: It is a university. q: It offers a degree in business marketing. p q ∼p ∼q p → q ∼p → ∼q q → p ∼q → ∼p T T F F T T T T T F F T F T T F F T T F T F F T F F T T T T T T

(Addition and Multiplication Rules for Probability LC)Which of the following represents mutually exclusive events?

(Interpreting Data Distribution MC)The display shows data collected from a group of students at Brookville High School.How many more students chose purple than chose red?

(If…Then Statements MC)Given the two statements, determine the contrapositive of p → q. p: All of the oranges have been picked. q: The oranges are ripe.

(Laws of Logic and Valid Arguments MC)Given the premises and conclusion: Premise 1: All fish can swim. Premise 2: The animal is not a fish. Conclusion: The animal cannot swim.Disprove the argument by giving a counterexample.