'Venn diagrams' diaporamas de présentation

Logics for Data and Knowledge Representation

Logics for Data and Knowledge Representation. ClassL (part 1): syntax and semantics. Outline. Introduction Syntax Alphabet Formation rules Semantics Class-valuation Venn diagrams Satisfiability Validity Reasoning Comparing PL and ClassL ClassL reasoning using DPLL.

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Probability Notes

Probability Notes. Math 309 August 20. Some Definitions. Experiment - means of making an observation Sample Space (S) - set of all outcomes of an experiment listed in a mutually exclusive and exhaustive manner Event - subset of a sample space

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Topic 3 Sets, Logic and Probability

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Technology Integration Using the Literary Works of Dr. Seuss

Technology Integration Using the Literary Works of Dr. Seuss. After TCEA is over you can also view all handouts by going to the TCEA website. My contact information is: Elzene Barton Robinson Elementary 254-662-5000 ebarton@robinson.k12.tx.us ebarton@risdblogs.org This is session number

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3.1 Conditional Statements, Converses, Inverses, Contrapositives

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Chapter 2

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 2.4 Surveys and Cardinal Numbers. Section 2-3. Set Operations. p.60. Set Operations.

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Thomas Jefferson

Thomas Jefferson. Turn to the person next to you and discuss: What do you notice about the picture of Thomas Jefferson on the first slide?. 3 rd President Lived in Virginia 10 children in his family Red hair, freckles. Loved to read Inventor Lawyer Married, two children.

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Logic and Introduction to Sets Chapter 6

Logic and Introduction to Sets Chapter 6. 6.3 Basic Counting Principles. In this section, we will see how set operations play an important role in counting techniques. . Dr .Hayk Melikyan/ Department of Mathematics and CS/ melikyan@nccu.edu. . . Sets.

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Probability

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Compare and Contrast

Compare and Contrast. Same and Different. Compare . tell what is the same about two or more things. Oranges and Bananas. You eat both of them. They are both fruits. You have to peel both of them. Contrast. tell what is different about two or more things. Oranges and Bananas.

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DO NOW Monday, November 4, 2013

DO NOW Monday, November 4, 2013. s 2 = 66. The area of the Four Square Playing Court is 66 square feet. Estimate the length s of one of the sides of the court. s 2 = 8 2 to 9 2. s = approx. ? 8 to ? 9. Since = ? 8 and = ? 9, where does

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Applications of Venn Diagrams

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Applications of Venn Diagrams

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Study Skills

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Venn Diagrams

Venn Diagrams. Where Do They Belong ?. Example 1. Example 2.

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Venn Diagrams

Venn Diagrams. Sets, Unions, Intersections, and Complements. Vocabulary Universe Element Set Subset Disjoint Mutually Exclusive Finite. Intersection Union Compliment A Priori Empty Set Ad Hoc Infinite. Venn Diagrams. A. B. Venn Diagrams. What can you say about A and B?

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Section 1 - Basic Probability Concepts

Section 1 - Basic Probability Concepts. Disclaimer. This is just a quick overview; not everything STAT 414 does a great job teaching basic probability Make sure you read through Actex chapter 1 and understand all of the basic concepts

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Greatest Common Factor (GCF)

Greatest Common Factor (GCF). The greatest of the common factors of two or more numbers. Steps in order to find GCF:. Prime Factorization Venn Diagrams. GCF (18). Find the GCF of 54 and 36. 54 36 6 9 6 6

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Answer

Answer. Venn Diagrams. ? = 100% . A represents owning a car. B represents owning an air conditioner. B = 94%. A = 92%. 87%. 92% - 87% = 5%. 94% - 87% = 7%. P(A u B) = 99% P(A u B) ? = 1% P(A ? n B) = 7%. Answer. Venn Diagrams. ? = 100% . H represents history.

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