1) Rewrite as a conditional statement: The frog is blue. a) If it is green, then it is a frog. b) The frog is red. c) If it is a frog, then it is blue. d) Pretty in Pink. 2) Which is the INVERSE : If it is a rabbit, then it is red. a) If it is NOT a rabbit, then it is NOT red. b) If it is NOT red, then it is a rabbit. c) If it is brown, then it is a rabbit. d) If it is red, then it is a rabbit. 3) Which of the following is an example of the transitive property. a) If x = y, then y=x b) If z = b, then z + a = z + a c) If x = y and y = z, then x = z d) a = a 4) Identify the notation for a conditional statement a) p→q b) q→p c) p↔q d) ~p → ~q 5) Write the notation for the contrapositive. a) ~p → ~q b) p → q c) q → p d) ~q → ~p 6) click the white rabbit a) b) c) d) 7) Which of the following is an example of the symmetric property a) If z = b, then z + a = z + a b) b = b c) If z = b, then z + a = z + a d) if x = y, then y = x 8) Rewrite as a biconditional statement: If it is orange, then it is a pirate! a) If it is NOT orange, then it is NOT a pirate. b) If it is a pirate, then it is orange! c) It is not a pirate! d) It is orange, if and only if, it is a pirate! 9) What is special about today? a) It's Friday!! b) It's your birthday! c) It's not Monday! d) It is the first HOME Football game! Go Pirates!

2.2 HW Quiz Geometry Big Ideas

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