'Negative exponents' presentation slideshows

Unit 6: Polynomials 6. 1 Objectives The student will be able to:

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ALL ABOUT ALICE

ALL ABOUT ALICE. EXPONENTS LOGARITHMS SCIENTIFIC NOTATION. ALICE IN WONDERLAND. GRAPHING ALICE. A WONDERLAND LOST. HERE GOES NOTHING. A NEW KIND OF CAKE. PIECE AFTER PIECE. WHEN IS NOTHING SOMETHING?. MANY MEALS FOR ALICE. IN SEARCH OF THE LAW. HAVING YOUR CAKE AND DRINKING TOO.

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ALL ABOUT ALICE

ALL ABOUT ALICE. EXPONENTS LOGARITHMS SCIENTIFIC NOTATION. ALICE IN WONDERLAND. GRAPHING ALICE. A WONDERLAND LOST. HERE GOES NOTHING. A NEW KIND OF CAKE. PIECE AFTER PIECE. WHEN IS NOTHING SOMETHING?. MANY MEALS FOR ALICE. IN SEARCH OF THE LAW. HAVING YOUR CAKE AND DRINKING TOO.

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Math 9: Laws of Exponents

Math 9: Laws of Exponents. Products of Exponents Quotients of Exponents Negative Exponents Evaluating Exponents Scientific Notation. 1. Products of Exponents. We know that 5 3 = 5?5?5 So, 5 3 ? 5 4 = 5 ?5?5 ? 5?5?5?5 5 3 ? 5 4 = 5 7

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How Do We Use Rational Exponents?

How Do We Use Rational Exponents?. Do Now: Perform the indicated operation and simplify 1. 2. n th Roots. n th Roots An n th root of number a is a number whose n th power is a . a number whose n th power is a

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Introduction to Powers of 10

Introduction to Powers of 10. Topics Covered in This Chapter: I-1: Scientific Notation I-2: Engineering Notation and Metric Prefixes I-3: Converting between Metric Prefixes I-4: Addition and Subtraction Involving Powers of 10 Notation.

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Warm Up

Warm Up. Problem of the Day. Lesson Presentation. Lesson Quizzes. Warm Up Evaluate. 1000. 1. 10 3. 1. 2. 10 1. 3. 10 4. 10,000. 4. 10 5. 100,000. 5. 10 6. 1,000,000. Problem of the Day

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Dividing Monomials

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Warm-up

Warm-up. Simplify the expression. Lesson 4.2. Integer exponents. Objectives. Understand negative whole number exponents and zero exponents. (NS 2.1) Interpret negative powers as repeated division or multiplication by the multiplicative inverse. (AF 2.1). Patterns are COOL !. ?. ?. ?.

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8.2 Dividing Monomials

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SCIENTIFIC NOTATION: Abbreviating numbers

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Objectives The student will be able to:

Objectives The student will be able to:. 1. divide monomials. 2. simplify negative exponents. SOL: A.2ab. Designed by Skip Tyler, Varina High School. Dividing Monomials. When dividing monomials, subtract the exponents. 1. 2. . = m 6 n 3. = b 5-2. = b 3. = m 7-1 n 5-2. = xy.

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RATIONAL EXPONENTS

RATIONAL EXPONENTS. Assignments. Assignments. Basic Terminology. EXPONENT. means. BASE. Important Examples. IMPORTANT EXAMPLES. Variable Examples. Variable Expressions. Substitution and Evaluating. STEPS Write out the original problem. Show the substitution with parentheses.

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Thinking Mathematically

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Factoring

Factoring. 2-7-3. Review of Distribution. Distribute 6(2x+1) 12x+6. Factoring. Assume 12x+6 is the result of distribution. What did it look like before the distribution was done? There was something outside a set of parenthesis and two terms inside the parenthesis.

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Solving Exponential Equations

Solving Exponential Equations. Exponential Equations. One way to solve exponential equations is to use the property that if 2 powers w/ the same base are equal, then their exponents are equal. For b>0 & b ?1 if b x = b y , then x=y. Solve by equating exponents.

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Powers of Ten

Powers of Ten. Positive Exponents Negative Exponents Multiplication In Powers Of Ten Form Division In Powers Of Ten Form Combined Multiplication And Division In Powers Of Ten Scientific Notation. Powers of Ten (cont.). Problems With Complex Denominators Or Numerators Reciprocals

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Negative Exponents Scientific Notation for Small Numbers

Negative Exponents Scientific Notation for Small Numbers. Lesson 51 Power Up k Page 346. Negative Exponents. Negative Exponents. Example 1. Find the missing exponents:. Example 2. Example 3. Practice Problems. Scientific Notation for Small Numbers. 1. Small Number (numbers less than 1)

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Exponents and Monomials

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5.5 Negative Exponents and Scientific Notation

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