'Exponent rule' diaporamas de présentation

EXPONENTS

EXPONENTS. EXPONENTIAL NOTATION. 2 IS THE EXPONENT OR POWER. X IS THE BASE. EXPONENTIAL NOTATION. THE BASE IS SQUARED. EXPONENTIAL NOTATION. EXPONENT IS THE NUMBER OF TIMES THE BASE IS MULTIPLIED BY ITSELF. EXPONENTIAL NOTATION. 8 IS THE EXPONENT. Y IS THE BASE. EXPONENTIAL NOTATION.

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Math Review and Lessons in Calculus

Math Review and Lessons in Calculus. Agenda. Rules of Exponents Functions Inverses Limits Calculus. Rules of Exponents. x 0 = 1 (Zero Exponent Rule) x a * x b = x (a+b) (Product Rule) x 2 * x 3 = x 5 x a / x b = x (a-b) (Quotient Rule) x 5 / x 2 = x 3

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Section P2 Exponents and Scientific Notation

Section P2 Exponents and Scientific Notation. The Product Rule. Example. Simplify:. The Quotient Rule. Example. Simplify:. Example. Simplify:. Zero as an Exponent. Example. Simplify:. The Negative-Exponent Rule. Example. Simplify Exponential Expressions. Example.

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4.1 Exponents

4.1 Exponents. n is your power; x is your base Read x to the nth power 3 factors of x, 5 factors of y xxxyyyyy What is the coefficient for the above term? What is the power on this term? 3x . Rules of Exponents:. Product Rule :

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7. Roots and Radical Expressions

7. Roots and Radical Expressions. In this chapter, you will learn:. What a polynomial is Add/subtract/multiply/divide polynomials Simplify radicals, exponents Solving equations with exponents and radicals Complex numbers Conjugates. What is a monomial?.

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Warm Up

I can simplify expressions with exponents. What is the value of 3x 3 +2 when x=10? You put $500 in an account that doubles every year. What is the equation for this situation? How much money would you have after 4 years?. Warm Up. (x=years y=money). Homework Questions.

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CHAPTER 5

CHAPTER 5. Number Theory and the Real Number System. 5.6. Exponents and Scientific Notation. Objectives Use properties of exponents. Convert from scientific notation to decimal notation. Convert from decimal notation to scientific notation. Perform computations using scientific notation.

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SCIENTIFIC NOTATION: Abbreviating numbers

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Dividing Monomials: The Quotient Rule and Integer Exponents

Dividing Monomials: The Quotient Rule and Integer Exponents. 1. Use the Quotient Rule to simplify. All variables are nonzero. (similar to p.351 #34). 2. Use the Quotient Rule to simplify. All variables are nonzero. (similar to p.351 #34).

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Exponents and Scientific Notation P.2

Exponents and Scientific Notation P.2. EQ: Describe the properties of exponents. Definition of a Natural Number Exponent. If b is a real number and n is a natural number,.

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12.2 Techniques For Calculating Limits

12.2 Techniques For Calculating Limits. Rules for Limits Constant rule If k is a constant real number, Limit of x rule For the following rules, we assume that and both exist

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Scholastic Aptitude Test (SAT)

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Basic Concepts

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5.1 Properties of Exponents

5.1 Properties of Exponents. Exponents mean repeated multiplication. Exponent. 2 3 = 2 ?2?2. Power. Base. Product of Powers Property. ex). ex). The Power of a Power Property. ex). ex). ex). Power of a Product. ex). ex). Write each expression with positive exponents only.

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5.1 Properties of Exponents

5.1 Properties of Exponents. Exponents mean repeated multiplication. Exponent. 2 3 = 2 ?2?2. Power. Base. Product of Powers Property. ex). ex). The Power of a Power Property. ex). ex). ex). Power of a Product. ex). ex). Write each expression with positive exponents only.

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7. Roots and Radical Expressions

7. Roots and Radical Expressions. Real Roots. Real roots are the possible solutions to a number, raised to a power. Vocabulary and Properties. Radical sign. index. radicand. How to find the root (other than a square root), using a graphing calculator.

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Unit 3 review exponents

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Polynomials and Polynomial Functions

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