1 An Introduction To Problem Solving 2 Introduction To Logic And Sets 3 Numeration Systems And Whole Number Operations 4 Number Theory 5 Integers 6 Rational Numbers And Propotioanl Reasoning 7 Decimals, Percents, And Real Numbers 8 Algebraic Thinking 9 Probability 10 Data Analysis/statistics: An Introduction 11 Introductory Geometry 12 Congurence And Similarity With Constructions 13 Area, Pythagorean Theorem, And Volume 14 Transformations expand_more
2.1 Reasoning And Logic: An Introduction 2.1A Assessment-a 2.1B Assessment-b 2.2 Describing Sets 2.2A Assessment-a 2.2B Assessment-b 2.3 Other Set Operations 2.3A Assessment-a 2.3B Assessment-b 2.CR Review Chapter Questions expand_more
Problem 1A: Write the following sets using the listing roster method or using set builder notation. a.The set of... Problem 2A: Rewrite the following using mathematical symbols, a. P is equal to the set containing p, q, r, and... Problem 3A: Which of the following pairs of sets can be placed in one-to-one correspondence? a. {1,2,3,4,5} and... Problem 4A Problem 5A Problem 6A: Which of the following represent equal sets? A={a,b,c,d} B={x,y,z,w} C={c,d,a,b} D={x|1x4andxN} E=... Problem 7A: Find the cardinal number of the each of the following sets. Assuming the pattern of elements... Problem 8A: If U is the set of all college students and A is the set of all college students with a straight-A... Problem 9A: Suppose B is a proper subset of C. a. If n(C)=8, what is the maximum number of elements in B? b. If... Problem 10A Problem 11A Problem 12A Problem 13A: Identify all the possible proper subset relationships that occur among the following sets.... Problem 14A: Indicate which symbol, or , makes each of the following statements true. a. 0_______ b.... Problem 15A: Indicate which symbol, or _, makes each of the following statements true. 14. Indicate which... Problem 16A: Assessment Answer each of the following. If your answer is no, tell why. a. If A=B, can we always... Problem 17A: Use the definition of less than to show each of the following. a. 3100 b. 03 Problem 18A: On a certain committee there are seven members, Abel, Brooke, Cox, Dean, Eggers, Funk, and Gage.... Problem 19A: Name two infinite sets that are equivalent but not equal. Problem 20A: Write an argument to show that the set of even natural numbers and the set of odd natural numbers... Problem 21A: Draw a Venn diagram showing the relationship between the set of natural numbers and the set of whole... Problem 22A: Draw a Venn diagram depicting the Beta club, the officers of Beta club, and a member, Sanna who is... Problem 23A: If the set of officers of the Beta Club is equivalent to the set of members of the Beta Club, what... format_list_bulleted