Presentation is loading. Please wait.

Presentation is loading. Please wait.

Word Problems Using Venn Diagrams

Published byHector Caldwell Modified over 8 years ago

Similar presentations

Presentation on theme: "Word Problems Using Venn Diagrams"— Presentation transcript:

1 Word Problems Using Venn Diagrams
by Dr. Carol A. Marinas

2 College Courses In a fraternity with 30 members, 18 take mathematics, 5 take both mathematics and biology, and 8 take neither mathematics nor biology. How many take biology but not mathematics?

3 Setting up the Venn Diagram
In a fraternity with 30 members, 18 take mathematics, 5 take both mathematics and biology, and 8 take neither mathematics nor biology. How many take biology but not mathematics?

4 The Intersection In a fraternity with 30 members, 18 take mathematics, 5 take both mathematics and biology, and 8 take neither mathematics nor biology. How many take biology but not mathematics?

5 The Missing Pieces In a fraternity with 30 members, 18 take mathematics, 5 take both mathematics and biology, and 8 take neither mathematics nor biology. How many take biology but not mathematics?

6 What’s Left? In a fraternity with 30 members, 18 take mathematics, 5 take both mathematics and biology, and 8 take neither mathematics nor biology. How many take biology but not mathematics? 4 are remaining for just the Biology Section.

7 Your Turn Now you try Page 83, # 23. Good Luck!

Download ppt "Word Problems Using Venn Diagrams"

Similar presentations

Quantitative Methods Session 15 – 16.08.13 SET THEORY Pranjoy Arup Das.

Quantitative Methods Session 15 – SET THEORY Pranjoy Arup Das.
Prime Factorization.. Prime number Composite numbers Prime factorization Factor tree.

Prime Factorization.. Prime number Composite numbers Prime factorization Factor tree.
Common Factors *Identify Common Factors of a Set of Whole Numbers 5.3D

Common Factors *Identify Common Factors of a Set of Whole Numbers 5.3D
1 Solving A Logic Problem with A Venn Diagram Created by E.G. Gascon Problem Section 7.2 #41.

1 Solving A Logic Problem with A Venn Diagram Created by E.G. Gascon Problem Section 7.2 #41.
6.3 Basic Counting Principles In this section, we will see how set operations play an important role in counting techniques.

6.3 Basic Counting Principles In this section, we will see how set operations play an important role in counting techniques.
Chapter 7 Logic, Sets, and Counting Section 3 Basic Counting Principles.

Chapter 7 Logic, Sets, and Counting Section 3 Basic Counting Principles.
Marker Slide 15.1-15.2 Review!.

Marker Slide Review!.
1 Learning Objectives for Section 7.2 Sets After today’s lesson, you should be able to Identify and use set properties and set notation. Perform set operations.

1 Learning Objectives for Section 7.2 Sets After today’s lesson, you should be able to Identify and use set properties and set notation. Perform set operations.
Chapter 3: Set Theory and Logic

Chapter 3: Set Theory and Logic
Copyright © 2014, 2010, 2007 Pearson Education, Inc. Section 2.3, Slide 1 Set Theory 2 Using Mathematics to Classify Objects.

Copyright © 2014, 2010, 2007 Pearson Education, Inc. Section 2.3, Slide 1 Set Theory 2 Using Mathematics to Classify Objects.
1 Mike Sinclair Kalamazoo Area Mathematics & Science Center University of Notre Dame Random walks A tutorial for the tutorial!

1 Mike Sinclair Kalamazoo Area Mathematics & Science Center University of Notre Dame Random walks A tutorial for the tutorial!
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.
Chapter 7 Sets & Probability

Chapter 7 Sets & Probability
SORTING DATA VENN DIAGRAMS.

SORTING DATA VENN DIAGRAMS.
Charts and Diagrams. Sparrows and pigeons sit on a fence. When 5 sparrows leave, there remain 2 pigeons for every sparrow. Then 25 pigeons leave and the.

Charts and Diagrams. Sparrows and pigeons sit on a fence. When 5 sparrows leave, there remain 2 pigeons for every sparrow. Then 25 pigeons leave and the.
Chapter 2 Section 2.2 Applications of Sets. References to Various parts of a Venn Diagram The information that is told to you might not always correspond.

Chapter 2 Section 2.2 Applications of Sets. References to Various parts of a Venn Diagram The information that is told to you might not always correspond.
College Algebra Section 1.2.  Algebraic Expressions – variables and constants combined by mathematical operations  Constants – fixed numbers  Variables.

College Algebra Section 1.2.  Algebraic Expressions – variables and constants combined by mathematical operations  Constants – fixed numbers  Variables.
Finding the LCM (least common multiple) and GCF (greatest common factor)

Finding the LCM (least common multiple) and GCF (greatest common factor)
Logic and Introduction to Sets Chapter 6 Dr.Hayk Melikyan/ Department of Mathematics and CS/ Basic Counting Principles 6.3 Basic Counting.

Logic and Introduction to Sets Chapter 6 Dr.Hayk Melikyan/ Department of Mathematics and CS/ Basic Counting Principles 6.3 Basic Counting.
15.1 Inclusion/Exclusion OBJ:  to use the inclusion- exclusion principle to solve counting problems involving intersections and unions of sets.

15.1 Inclusion/Exclusion OBJ:  to use the inclusion- exclusion principle to solve counting problems involving intersections and unions of sets.

Similar presentations

Ads by Google