'Exponential expression' presentation slideshows

TI 30X IIS Calculator Skills

TI 30X IIS Calculator Skills. Objective: To learn how to use the calculator for arithmetic operations. FLO SCI ENG. Set the mode of the calculator to Float. Select the yellow 2nd key 1 st row 1 st column then SCI/ENG key 1 st row, 2 nd column.

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Exponents

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Introduction

Introduction

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Columbus State Community College

Columbus State Community College. Chapter 8 Section 1 The Product Rule and Power Rules for Exponents. m. a. a m. b. b m. The Product Rule and Power Rules for Exponents. Review the use of exponents. Use the product rule for exponents. Use the exponent rule ( a m ) n = a m n .

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Warm up

Warm up. Use the laws of exponents to simplify the following. Answer should be left in exponential form. Laws of Exponents. The laws you used in the warm up with integer bases apply to all bases, even variable bases.

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Chapter 4

Chapter 4. 4-1 exponential functions, growth and decay. Objectives. Write and evaluate exponential expressions to model growth and decay situations. Example.

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Wednesday, November 6 th

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Chapter 13: Sequences & Series

Chapter 13: Sequences & Series. L13.4 Limits of an Infinite Sequence. Review of Rational Function Rules for Horizontal Asymptotes. Recall that is a rational function They may have vertical, horizontal and slant asymptotes

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Rational Exponents and Radicals

n. n. Rational Exponents and Radicals. Definition of b 1/n Definition of b m/n Definition of Rational Exponents Definition of ?b Definition of (?b) m Properties of Radicals Arithmetic Operations of Radicals. Definition of b 1/n.

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Logarithmic Functions

Logarithmic Functions. Lesson 2.5. How to Graph These Numbers?. Consider the vast range of the numbers. How to Graph These Numbers?. What's wrong with this picture?. How to Graph These Numbers?. What's wrong with this picture?. We need a way to set a scale that fits all the data.

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6.3 Logarithmic Functions

6.3 Logarithmic Functions. Change exponential expression into an equivalent logarithmic expression. Change logarithmic expression into an equivalent exponential expression. Domain of logarithmic function = Range of exponential function =.

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Bell Ringer

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Fractional Exponents and Radicals

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Zero and Negative Exponents

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Section 8-1: Zero and Negative Exponents

Section 8-1: Zero and Negative Exponents. Objectives: (1) To understand that numbers in the real number system are represented in a variety of equivalent forms (2) To add, subtract, multiply and divide exponential expressions. Properties. Zero Exponent Property

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Basic Concepts

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Exponents and Order of Operations

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SCIENTIFIC NOTATION

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An exponent is a shorthand notation for repeated multiplication.

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