'Exponential function' diaporamas de présentation

Intermediate Algebra Chapter 9

Intermediate Algebra Chapter 9. Exponential and Logarithmic Functions. Intermediate Algebra 9.1-9.2. Review of Functions. Def: Relation. A relation is a set of ordered pairs. Designated by: Listing Graphs Tables Algebraic equation Picture Sentence. Def: Function.

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The Method of Integration by Parts

The Method of Integration by Parts. Main Idea. If u & v are differentiable functions of x, then By integrating with respect to x, we get :. When to use this method?.

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3.2/3.3

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4-1

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Algebra II

Algebra II. Mr. Hartzer, Hamtramck High School 2017-18. DO NOW: SAT Review.

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Analysis of Algorithms

[ Section 4.1 ]. Analysis of Algorithms. Examples of functions important in CS: the constant function: f(n) =. [ Section 4.1 ]. Analysis of Algorithms. Examples of functions important in CS: the constant function: f(n) = c the logarithm function: f(n) = log b n. [ Section 4.1 ].

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IRan Education & Research NETwork (IRERNET) mad sg .com

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Topics for the Exam

Topics for the Exam. Simultaneous Equations Trigonometry Probability Data/ Statistics Surds, Index laws, Scientific notation, Exponential function Pythagoras theorem and applications Money Maths /Quadratics. All students must complete both sections. Exam structure. Section A

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Sullivan Algebra and Trigonometry: Section 6.4 Logarithmic Functions

Sullivan Algebra and Trigonometry: Section 6.4 Logarithmic Functions. Objectives of this Section Change Exponential Expressions to Logarithmic Expressions and Visa Versa Evaluate the Domain of a Logarithmic Function Graph Logarithmic Functions Solve Logarithmic Equations.

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Quick Chain Rule Differentiation Type 1 Example Differentiate y = ? (3x 3 + 2)

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Applications of Exponential Function - Compound Interest

Applications of Exponential Function - Compound Interest. One of the applications of the exponential function is compound interest. The formula is given by:. t = time in years

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Exponential Functions

Exponential Functions. Section 3.1. Objectives. Evaluate an exponential function at a given point. Determine the equation of an exponential function given a point or two points. Graph an exponential function. State the domain and range of an exponential function.

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Chapter 4 The Exponential and Natural Logarithm Functions

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Half-Life and Doubling Time

Half-Life and Doubling Time. Half-Life. Phenomenon is modeled by a decreasing exponential function (shows decay). Half-life is the amount of time (length of the x -interval) over which the value of the phenomenon is cut in half. Doubling Time.

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Graphing Exponential Growth and Decay

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Warm Ups SLO Review Week

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8-2 Properties of Exponential Functions

8-2 Properties of Exponential Functions. p. 431. Do Now. Does the function represent growth or decay? What is the percent of increase or decrease?. GROWTH. a = 5. b = 3/2. GREATHER THAN 1!. Example 1 Graph. Make a table of values for ANY exponential function!. e.

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Exponential Function - Definition

Exponential Function - Definition. The exponential function is given by . where x is any real number and . Example 1:. f is an exponential function where the base is 3 and the exponent is x. Example 2:. g is not an exponential function since b = -3 < 0.

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Purchasing a Used Car

Purchasing a Used Car. Does a line fit the data?. Does a quadratic function fit the data?. Does an exponential function fit the data?.

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