'Irrational number' presentation slideshows

Default text (Verdana 24 pt )

Default text (Verdana 24 pt ). Variation. Default shape Dark blue outline, 3 pt weight Light blue fill Black text, centered Verdana 24 pt. Variation. Variation (not exhaustive).

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Trashketball Challenge: Unit 3 Targets 4-5 Review

Trashketball Challenge: Unit 3 Targets 4-5 Review. Question 1. Put the following numbers in order from least to greatest. -3, 2 2/5, , -1/4. Question 2. Put the following numbers on a number line. 10, -1 2/3, 1.25, . Question 3.

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A ssessment

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The end is near

The end is near. 6 days of class left Final Exam Tuesday, December 14 th , 2-4 Decimals Ratio and Proportion Percents Problem Solving. Decimals and place value. Expanded form. 3.24 0.183 24.750. Exploration 5.16. Use base 10 blocks to do #1-3. Rational Numbers. As fractions:

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Math is Everywhere

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1, 4, 9 and 16 are perfect squares.

1, 4, 9 and 16 are perfect squares. . Can you find more?. In this lesson, you will learn how to generate perfect squares by exploring a visual and learning a definition. S ? S = A. S . S 2 = A. S . Integers: Include whole numbers and their opposites.

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Rationalizing Radical Expressions

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MATH 2A CHAPTER ELEVEN POWERPOINT PRESENTATION

MATH 2A CHAPTER ELEVEN POWERPOINT PRESENTATION. IRRATIONAL NUMBERS AND RADICAL EXPRESSIONS. LEARNING TARGETS. AFTER YOU COMPLETE THIS CHAPTER, YOU WILL BE ABLE TO: DISTINGUISH RATIONAL AND IRRATIONAL NUMBERS. FIND ROOTS OF RADICALS. SIMPLIFY RADICAL EXPRESSIONS.

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Real Numbers (subsets of real numbers and ordering real numbers)

Real Numbers (subsets of real numbers and ordering real numbers). How to use this tutorial!. This tutorial is designed to teach you about Real numbers ( subsets of real numbers and ordering real numbers). The presentation starts with notes and examples followed by practice problems.

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Introduction

Introduction

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But I know what they are

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Rationalizing the denominator

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Warmup

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http://www.math.harvard.edu/~knill/mathmovies/swf/bartproblem.html

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Simplifying Surds

Simplifying Surds. Slideshow 6, Mr Richard Sasaki, Room 307. Objectives. Understand the meaning of rational numbers Understand the meaning of surd Be able to check whether a number is a surd or not Be able to simplify surds. Rationality.

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4.3 More Discrete Probability Distributions

4.3 More Discrete Probability Distributions. Geometric Distributions Poisson Distributions. Geometric distribution. A geometric distribution is a discrete probability distribution of a random variable x that satisfies the following conditions: A trial is repeated until a success occurs.

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Rational & Irrational Numbers

Rational & Irrational Numbers. Rational Numbers. The real number system consists of rational and irrational numbers. Rational numbers can be expressed in fractional form, , where a (the numerator) and b (the denominator) are both integers and b = 0.

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Chapter 3

Chapter 3. Elementary Number Theory and Methods of Proof. 3.2. Direct Proof and Counterexample 2 Rational Numbers. Rational Numbers. Definition

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Discrete Structures

Discrete Structures. Chapter 4: Elementary Number Theory and Methods of Proof 4.6 Indirect Argument: Contradiction & Contraposition.

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