'Power property' diaporamas de présentation

Apply the power of a product property to a monomial algebraic expression

Apply the power of a product property to a monomial algebraic expression. Apply the power of a product property to a monomial algebraic expression. Apply the power of a product property to a monomial algebraic expression. Apply the power of a quotient property to monomial algebraic expressions.

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Solve Exponential and Logarithmic Equations

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12.3 Properties of Logarithms

12.3 Properties of Logarithms. Algebra 2 Mrs. Spitz Spring 2007. Objectives:. Solve equations or simplify and evaluate expressions using properties of logarithms. Assignment. Worksheet 12.3. Application.

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Warmup Alg 2 22 Mar 2012

Warmup Alg 2 22 Mar 2012. Agenda. Don't forget about resources on mrwaddell.net Assignment from last class period Sect 7.5: Properties of logarithms. Go over assignment from last class period. Section 7.5: Properties of Logarithms. Vocabulary. Exponentials Logarithm log x ln x.

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Warm-Up April 14 th

Warm-Up April 14 th. HW Check HW 6.5 . a. 12,000 bacteria b. 96,000 bacteria c. 768,000 bacteria 2. 0.5 g a. 6,800 insects b. 425 insects 4. 15 hours 5. 72 billion a. 37,402,600 bact. b. 6,553,790 bact. 7. 2,609,610 people a. 28.6 million b. 29.1 million a. 689 bacteria

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6.1 Using Properties of Exponents

6.1 Using Properties of Exponents. p. 323. Properties of Exponents a&b are real numbers, m&n are integers. Product Property : a m * a n =a m+n Power of a Power Property : (a m ) n =a mn Power of a Product Property : (ab) m =a m b m Negative Exponent Property : a -m = ; a ?0

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6.1 Using Properties of Exponents

6.1 Using Properties of Exponents. p. 323. Properties of Exponents a&b are real numbers, m&n are integers Follow along on page 323. You must memorize the formulas. Product Property : a m * a n =a m+n Power of a Power Property : (a m ) n =a mn Power of a Product Property : (ab) m =a m b m

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Properties of Natural Logs (ln)

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Simplify each expression.

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7.1 Properties of Exponents

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Standard 2.0: Rules of Exponents

Juan Huerta Jesus Hernandez Raissa Rebollar. Standard 2.0: Rules of Exponents. Do Now & Objective . Objective: I will be able to master standard 2.0 (exponents) and score a 3 or a 4 on the exit slip Do Now: . Product of a power property.

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Ali & Sara!

EXPONENTIAL/LOG. This is Khan Academy Approved !!!. Ali & Sara!. Exponential Growth! f(x)= b x (b > 1). Exponential Decay! f(x)= b x ( 0 < b < 1). SKETCH THE GRAPH OF THIS FUNCTION. g(x)=3 x. (exponential growth!). SKETCH THE GRAPH OF THIS FUNCTION.

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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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7-5 Logarithmic & Exponential Equations

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Logarithmic functions

Logarithmic functions. STUDENTS WILL BE ABLE TO: CONVERT BETWEEN EXPONENT AND LOG FORMS SOLVE LOG EQUATIONS OF FORM LOG B Y=X FOR B, Y, AND X. Warm up: Solve the following. 1. 4 6 =4 3x 2. 8=x 3 3. 27=3 x 4. x 1/4 =2. Inverses of exponential functions.

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Objective

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Properties of Logarithms

Properties of Logarithms. Lesson 10-3. Product Property of Logarithms. Example:. Use the Product Property. Use to approximate the value of a. find the prime factors of 48 48 = b. use the product property. Quotient Property of Logarithms. Example:. Use the Quotient Property.

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7-5 Properties of Logarithms

7-5 Properties of Logarithms. Rolling them out and Wrapping them up. Definitions. 1. Product Property 2 . Quotient Property 3 . Power Property The above will be on the quiz!. Product Property. b, m, & n must be positive numbers and b ? 1 l og b mn = log b m + log b n

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Properties of Logarithms

Properties of Logarithms. Properties of Logarithms. For a >0, b >0, m >0, m ?1, and any real number n . Power Property: Product Property: Quotient Property:. Example 1. Condense the expression:. Example 2. Expand the expression:. Example 3. A) Expand the expression:.

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