Presentation is loading. Please wait.

Presentation is loading. Please wait.

7C Complements of Sets 7D-7G Venn Diagrams

Published byHans Roland Hermansson Modified over 5 years ago

Similar presentations

Presentation on theme: "7C Complements of Sets 7D-7G Venn Diagrams"— Presentation transcript:

1 7C Complements of Sets 7D-7G Venn Diagrams
Unit 7: Logic and Sets 7C, 7D, 7E, 7F, 7G 5/8/ :22 AM

2 Complement set of all elements in that are not in the given set complement of set A universal set null set Which of the following are true? 7C, 7D, 7E, 7F, 7G 5/8/ :22 AM

3 Complement Copy find: 7C, 7D, 7E, 7F, 7G 5/8/ :22 AM

4 Terminology Copy find: for two sets and is infinite IFF it has infinitely many members is finite IFF it has a finite number of elements IFF the two sets are disjoint IFF the two sets are exhaustive 7C, 7D, 7E, 7F, 7G 5/8/ :22 AM

5 Venn Diagrams always draw and label a rectangle for the universal set for two intersecting sets and , to represent a given statement you would draw and shade: 7C, 7D, 7E, 7F, 7G 5/8/ :22 AM

6 Numbers in Venn Diagrams
IFF the two sets are mutually exclusive (“disjoint”) 7C, 7D, 7E, 7F, 7G 5/8/ :22 AM

7 7C, 7D, 7E, 7F, 7G 5/8/ :22 AM

8 Numbers in Venn Diagrams
Copy could be elements or frequencies 7C, 7D, 7E, 7F, 7G 5/8/ :22 AM

9 Practice p. 218: 6-7,9a,10 p.221: 1-2, 6 p. 223: 4ceg p. 224: 2, 6 p. 227: 4-5 Read and follow all instructions. List the page and problem numbers alongside your work and answers in your notes. Use the back of the book to check your answers. Copy 7C, 7D, 7E, 7F, 7G 5/8/ :22 AM

Download ppt "7C Complements of Sets 7D-7G Venn Diagrams"

Similar presentations

Introduction to Set Theory

Introduction to Set Theory
SET.   A set is a collection of elements.   Sets are usually denoted by capital letters A, B, Ω, etc.   Elements are usually denoted by lower case.

SET.   A set is a collection of elements.   Sets are usually denoted by capital letters A, B, Ω, etc.   Elements are usually denoted by lower case.
Operations on Sets Union Intersection: Two sets are disjoint if their intersection is the null set. Difference A - B. Complement of a set A.

Operations on Sets Union Intersection: Two sets are disjoint if their intersection is the null set. Difference A - B. Complement of a set A.
Chapter 2 Chapter 2.1-2.2 The sample space of an experiment, denoted S , is the set of all possible outcomes of that experiment. An event is any collection.

Chapter 2 Chapter The sample space of an experiment, denoted S , is the set of all possible outcomes of that experiment. An event is any collection.
Chapter 3: Set Theory and Logic

Chapter 3: Set Theory and Logic
2.1 – Symbols and Terminology Definitions: Set: A collection of objects. Elements: The objects that belong to the set. Set Designations (3 types): Word.

2.1 – Symbols and Terminology Definitions: Set: A collection of objects. Elements: The objects that belong to the set. Set Designations (3 types): Word.
DP SL Studies Chapter 7 Sets and Venn Diagrams. DP Studies Chapter 7 Homework Section A: 1, 2, 4, 5, 7, 9 Section B: 2, 4 Section C: 1, 2, 4, 5 Section.

DP SL Studies Chapter 7 Sets and Venn Diagrams. DP Studies Chapter 7 Homework Section A: 1, 2, 4, 5, 7, 9 Section B: 2, 4 Section C: 1, 2, 4, 5 Section.
Venn Diagrams/Set Theory   Venn Diagram- A picture that illustrates the relationships between two or more sets { } are often used to denote members of.

Venn Diagrams/Set Theory   Venn Diagram- A picture that illustrates the relationships between two or more sets { } are often used to denote members of.
2.1 – Sets. Examples: Set-Builder Notation Using Set-Builder Notation to Make Domains Explicit Examples.

2.1 – Sets. Examples: Set-Builder Notation Using Set-Builder Notation to Make Domains Explicit Examples.
Chapter 3 – Set Theory  .

Chapter 3 – Set Theory  .
VENN DIAGRAMS. Venn Diagrams A Venn diagram is a drawing in which sets are represented by geometric figures such as circles and rectangles. Venn diagrams.

VENN DIAGRAMS. Venn Diagrams A Venn diagram is a drawing in which sets are represented by geometric figures such as circles and rectangles. Venn diagrams.
Chapter 7 Logic, Sets, and Counting Section 2 Sets.

Chapter 7 Logic, Sets, and Counting Section 2 Sets.
Set Theory Dr. Ahmed Elmoasry. Contents Ch I: Experiments, Models, and Probabilities. Ch II: Discrete Random Variables Ch III: Discrete Random Variables.

Set Theory Dr. Ahmed Elmoasry. Contents Ch I: Experiments, Models, and Probabilities. Ch II: Discrete Random Variables Ch III: Discrete Random Variables.
Section 2.2 Subsets and Set Operations Math in Our World.

Section 2.2 Subsets and Set Operations Math in Our World.
Sets and Set Operations

Sets and Set Operations
3.3 Finding Probability Using Sets. Set Theory Definitions Simple event –Has one outcome –E.g. rolling a die and getting a 4 or pulling one name out of.

3.3 Finding Probability Using Sets. Set Theory Definitions Simple event –Has one outcome –E.g. rolling a die and getting a 4 or pulling one name out of.
Probability: Terminology  Sample Space  Set of all possible outcomes of a random experiment.  Random Experiment  Any activity resulting in uncertain.

Probability: Terminology  Sample Space  Set of all possible outcomes of a random experiment.  Random Experiment  Any activity resulting in uncertain.
Sets and Set Operations. Objectives Determine if a set is well defined. Write all the subsets of a given set and label the subsets as proper or improper.

Sets and Set Operations. Objectives Determine if a set is well defined. Write all the subsets of a given set and label the subsets as proper or improper.
Discrete Mathematics Set.

Discrete Mathematics Set.
MAT 142 Lecture Video Series. Sets and Set Operations.

MAT 142 Lecture Video Series. Sets and Set Operations.

Similar presentations

Ads by Google