Question 2 [5 points} A group of 53 tourists can choose between visiting the Aero Space Museum of Calgarvr IA). the Calgary Zoo (2}. or Glenbow Museum (G). o 19 went to the Aero Space Museum; a 28 went to the Zoo; 0 33 went to Glenbow Museum; a 12 went to both museums; - 5 went to the Aero Space Museum and the Zoo only; a 16 went to Glenbow Museum and the Zoo; 0 9 went to all three attractions. a) Draw a Venn diagram representing the number of tourists that attended each attraction. Insert the picture of your Venn diagram in the response box. (2 marks} b) Using vour'v'enn diagram above. i} State the number of tourists that did not attend any of the three attractions. (1 mark] ii] State the value of H (A n G'1 D Z). (1 mark} iii) State the value of'n [(A D Z) U G]. (1 mark) Question 3 [4 points) Consider the following sets of numbers. U = Universal set = [natural numbers less than or equal to 28}; Set A = [factors of 24}; Set B = {multiples of 3 less than 27]. a) Draw a Venn Diagram representing the information above. Insert the picture of your graph in the response box. (2 marks) b) Is set A C B? Explain why or why not. (2 marks) Question 4 {1 point) A summer camp offers canoeing, rock climbing. and archery. The following Venn diagram shows the types of activities the campers like. C A Using the diagram above. the value of n (A n 0) is C] {y Question 5 {1 point) Given the following situation: 0 the universal set U = {positive integers less than 20} IX=l4.5.6, 7.3} o P = {prime numbers of U] o O= [odd numbers of U} The statement describes 0' is O the set of odd, prime numbers of U. 0 the set of even numbers of U. Q the set of even, prime numbers of U. 0 the set of odd numbers of U. Question 6 {1 point) Liam asked 90 people if they preferred tea or coffee. a 8 people liked both. a 55 people liked coffee. a 32 people liked tea. The number of people that did not like coffee or tea is CH Question 7' {1 point} The statement that is false is O The cities in Manitoba are a subset of the cities in Canada. 0 Trigonometry is a subset of mathematics. 0 Berries are a subset of fruit. 0 Birds are a subset of mammals. Question 8 (1 point) Using the Venn diagram above, the regions representing A1 U B are: Question 9 {1 point) The pair of sets that represent disjoint sets are 0 N, the set of natural numbers. and i', the set of integers O I the set of all triangles. and C, the set of all circles O N, the set of natural numbers. and F', the set of positive integers 0 none of the above Question 1 (1 point) In the diagram below shade the Region A' U B'. U A B