'Equal sets' diaporamas de présentation

Unit 7 - Probability

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Section 2.1 Basic Set Concepts

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This is one

This is one. A Journey into math and math instruction. Models by Teachers for Students. Often we desire a model to make math easier for students. It is there that there are 2 initial mistakes. 1. Our job is to not make math easier. It is to allow it to make more sense to students.

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Introduction

Introduction

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Section 2.3 Venn Diagrams and Set Operations

Section 2.3 Venn Diagrams and Set Operations. What You Will Learn. Venn diagrams. Venn Diagrams . A Venn diagram is a useful technique for illustrating set relationships. Named for John Venn. Venn invented and used them to illustrate ideas in his text on symbolic logic. Venn Diagrams .

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CHAPTER 2

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Lecture 3

Lecture 3. Set Operations & Set Functions. Recap. Set: unordered collection of objects Equal sets have the same elements Subset: elements in A are also in B Power-set: set of all subsets Cartesian Product: set of ordered pairs. A. A. B. 1.7 Set Operations.

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AND

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Lecture 3

Lecture 3. Set Operations & Set Functions. Recap. Set: unordered collection of objects Equal sets have the same elements Subset: elements in A are also in B Power-set: set of all subsets Cartesian Product: set of ordered pairs. A. A. B. 1.7 Set Operations.

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HOW CAN PARTS MAKE A WHOLE?

HOW CAN PARTS MAKE A WHOLE?. FRACTIONS ARE PARTS OF A WHOLE THERE ARE UNEQUAL PARTS AND EQUAL PARTS. UNEQUAL PARTS ARE LIKE A TANGRAM. All the parts make one whole square but, they are all not equal. MORE EXAMPLES OF UNEQUAL PARTS . EQUAL PARTS ARE ALL THE SAME SIZE.

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Mathematics Grade 8 1 Date: February 4,2010 Topic: sets

Mathematics Grade 8 1 Date: February 4,2010 Topic: sets. Sets. Equal and equivalent sets. EQUAL SETS. SET B. SET A. What are equal sets?. Equal sets are sets that have the same elements, however the elements does not have to be in the same order. Equivalent sets.

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100

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Section 1.2 Sets A set is a collection of things.

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Contacting Mrs. Coffin Phone: (508) 799- 7500

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Multiplication is the process of adding equal sets together.

Multiplication is the process of adding equal sets together. 2. 2. 2. 6. =. +. +. We added 2 three times. Instead of repeatedly adding, we can multiply. 3. X 2.

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