'Odd counting numbers' presentation slideshows

Chapter Two

Chapter Two. Basic Concepts of Set Theory Symbols and Terminology Venn Diagrams and Subsets. What is a Set?. Set is a collection of Objects. Objects belonging to the set are called elements of the set, or members of the set. Sets are described in three ways. Word descriptions

469 views • 30 slides

INDUCTIVE REASONING

INDUCTIVE REASONING. We reason inductively when we reach a conclusion based on the observation of some pattern. Rapunzel lives in a tower. Her window is 16 feet above the ground. 16 feet. Rapunzel, Rapunzel let down thy hair!. It took exactly one second for the rabbit to land.

460 views • 27 slides

INDUCTIVE REASONING

INDUCTIVE REASONING. We reason inductively when we reach a conclusion based on the observation of some pattern. Rapunzel lives in a tower. Her window is 16 feet above the ground. 16 feet. Rapunzel, Rapunzel let down thy hair!. It took exactly one second for the rabbit to land.

1.75k views • 27 slides

SECTION 2.2 Subsets

SECTION 2.2 Subsets. The Universal Set The set of all elements that are being considered is called the universal set. We will use the letter U to denote the universal set. The Complement of a Set

1.66k views • 21 slides

Problem Solving Strategies

Problem Solving Strategies. Algebra/Use a Variable Look for a Pattern Make a List Solve a Simpler Problem. Using Algebra/Variables. How to use this strategy: Look for a pattern that can be described in words and/or a general formula Finding Patterns: Look at the sequences of numbers

794 views • 20 slides

Warm Up: Find the following sums

Warm Up: Find the following sums. 1. . 2. . 3. . 4. . Sequences. Sometimes it is relatively easy to find the pattern of a sequence. and sometimes it is a little more difficult. Finding Successive Differences. 74. 14 22 32 44 58 ___. 8 10 12 14 .

381 views • 19 slides

Math 409/409G History of Mathematics

291 views • 15 slides

Chapter 2: The Basic Concepts of Set Theory

Chapter 2: The Basic Concepts of Set Theory. 2.1 Symbols and Terminology 2.2 Venn Diagrams and Subsets 2.3 Set Operations and Cartesian Products 2.4 Surveys and Cardinal Numbers. Section 2-1. Symbols and Terminology. Symbols and Terminology. Designating Sets

820 views • 14 slides

Section 2.6 Infinite Sets

568 views • 13 slides

SETS

828 views • 12 slides

Infinite Sets 2.5

Infinite Sets 2.5. Infinite Sets. ? 0. N = {1,2,3,4, . . ., n , . . . }. n(N) =. Which set has more elements N or E?. N = {1,2,3,4, . . ., n , . . . } E = {2,4,6,8, . . .,2 n , . . . }. n(N) = n(E) = ? 0. Therefore, the two sets are said to be equivalent. Exercises.

188 views • 5 slides