'Powers property' diaporamas de présentation

MULITIPLICATION PROPERTIES OF EXPONENTS

MULITIPLICATION PROPERTIES OF EXPONENTS. September 17, 2012. EXPONENT. means. BASE. Basic Terminology. Important Examples. Variable Expressions. MULTIPLICATION PROPERTIES. This property is used to combine 2 or more exponential expressions with the SAME base. PRODUCT OF POWERS.

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PRETEST

PRETEST. Unit 3 Exponents and Logarithms. Warm up. Simplify the following. Properties of Exponents. Simplifying Properties of Exponents. Property of Exponents. Recall . A is called the _____________. x is called the _____________.

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Properties of Exponents

Properties of Exponents. Examples and Practice. Product of Powers Property. How many factors of x are in the product x 3 ?x 2 ? Write the product as a single power. In general: . 5 factors: x ?x ?x?x?x. x ?x ?x?x?x = x 5. x m ?x n = x m + n. Question #1. Simplify the expression:

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Division properties of exponents

Division properties of exponents. Section 7.2. 7.2 Topic Focus. I can divide monomials using the properties of exponents I can simplify expressions containing negative and zero exponents. Main Question Discovery. Expand and evaluate the following. Quotient of Powers Definition.

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5.1 Use Properties of Exponents

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Do Now 1/10/19

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11-EXT

Rational Exponents. 11-EXT. Lesson Presentation. Holt Algebra 1. Objective. Simplify expressions containing rational exponents. Vocabulary. index.

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EXPONENTS

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Division Properties of Exponents

Division Properties of Exponents. Section 8.3. Solve. 2 5 2 2 = 32 4 = 8 which is also 2 3 The exponent 3 is 5-2. Quotient of Powers Property. To divide powers having the same base, subtract the exponents. 12 8 = 12 3 8 3 = 8 5 .

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7.1 Properties of Exponents

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8.1 Laws of Exponents: Multiplying Monomials

8.1 Laws of Exponents: Multiplying Monomials. Objectives: Define exponents and powers. Find products of powers. Simplify products of monomials.

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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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Do Now 2/27/09

Do Now 2/27/09. Take out HW from last night. Text p. 492, #10-48 evens Copy HW in your planner. Text page 498, #4-44 evens Quiz Sections 8.1 & 8.2 Tuesday Continue working on the Challenge problem from yesterday in your notebook. 10) 12) 14) 16) 18) 20) 22) 24) 26) 28) 30). 32)

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Zero and Negative Exponents

Zero and Negative Exponents. Objectives and Properties. Be able to evaluate powers that have zero exponents. Be able to evaluate powers that have negative exponents. Rewrite expressions so that exponents are positive.

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Zero and Negative Exponents

Zero and Negative Exponents. Objectives and Properties. Be able to evaluate powers that have zero exponents. Be able to evaluate powers that have negative exponents. Rewrite expressions so that exponents are positive.

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Multiplying Exponents

Multiplying Exponents. You can do this ! !. Lesson by Jessica Jimenez. The Basics. Exponent. ?. 4. 7. ?. Base. The exponent of a number shows you how many times the base is to be m ultiplied. 4. 7 =. 7 *. 7 *. 7 *. 7 =. 2,401. Multiplying Exponents.

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Order numbers in scientific notation

103,400,000 = 1.034 10 8. 80,760,000 = 8.076 10 7. EXAMPLE 3. Order numbers in scientific notation. Order 103,400,000, 7.8 10 8 , and 80,760,000 from least to greatest. SOLUTION. STEP 1. Write each number in scientific notation, if necessary.

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EXAMPLE 3

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EXAMPLE 4

(4.5 10 3 ) (6.3 10 7 ). Find the product. (4.5 10 3 ) (6.3 10 7 ). Commutative property of. = 4.5 6.3 10 3 10 7. multiplication. 28.35 10 10. =. =. =. 2.835 10 1 10 10. Associative property of. (4.5 6.3) (10 3 10 7 ).

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