'Exponential function' presentation slideshows

Exponential function - PowerPoint PPT Presentation


Half-Life and Doubling Time

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.

By loyal
(235 views)

Exponential Function - Definition

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.

By herb
(269 views)

The Method of Integration by Parts

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?.

By morey
(198 views)

Sullivan Algebra and Trigonometry: Section 6.4 Logarithmic Functions

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.

By cais
(139 views)

Exponential Functions

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.

By salene
(150 views)

Algebra II

Algebra II

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

By ownah
(103 views)

Warm Ups SLO Review Week

Warm Ups SLO Review Week

Warm Ups SLO Review Week. Warm Up 4/25/16. Write as a single log (in condensed form): a. 2logx – logx b. log 3 y 4 (write as a product) c. log 6 10 + log 6 x 2. Solve: 4 x+1 = 25 (Round to the nearest hundredth.). Warm Up 4/26/16. Factor 6x 2 + 11x – 10

By alexa
(137 views)

4-1

4-1

Exponential Functions, Growth and Decay. 4-1. Warm Up. Lesson Presentation. Lesson Quiz. Holt McDougal Algebra 2. Holt Algebra 2. Warm Up Evaluate. 1. 100(1.08) 20 2. 100(0.95) 25 3. 100(1 – 0.02) 10 4. 100(1 + 0.08) –10. ≈ 466.1. ≈ 27.74. ≈ 81.71. ≈ 46.32. Objective.

By kamin
(162 views)

Analysis of Algorithms

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 ].

By amish
(173 views)

Intermediate Algebra Chapter 9

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.

By elle
(281 views)

8-2 Properties of Exponential Functions

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.

By aron
(238 views)

5.1 – Exponential Functions

5.1 – Exponential Functions

5.1 – Exponential Functions. Exponential Function = a type of function in which a constant is raised to a variable power Many real-life applications using exponential functions Exponential functions will be of the form : f(x) = a x. Behavior.

By dinos
(123 views)

Applications of Exponential Function - Compound Interest

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

By quintana
(289 views)

Chapter 4 The Exponential and Natural Logarithm Functions

Chapter 4 The Exponential and Natural Logarithm Functions

Chapter 4 The Exponential and Natural Logarithm Functions. Chapter Outline. Exponential Functions The Exponential Function e x Differentiation of Exponential Functions The Natural Logarithm Function The Derivative ln x Properties of the Natural Logarithm Function. § 4.1.

By ledell
(106 views)

Purchasing a Used Car

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?.

By bing
(124 views)

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

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

Quick Chain Rule Differentiation Type 1 Example Differentiate y = √ (3x 3 + 2). First put it into indices y = √ (3x 3 + 2) = (3x 3 + 2) ½. y = √ (3x 3 + 2) = (3x 3 + 2) ½ Now Differentiate dy/dx = ½(3x 3 + 2) -½  9x 2. Differentiate the inside of the bracket.

By anatola
(160 views)

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

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

IRan Education & Research NETwork (IRERNET) mad sg .com. Debye– Hückel theory. Agenda. Biography Introduction The model of DH Theory Mathematical development Extended Debye- Hückel Equation. Biography. Introduction.

By gianna
(89 views)

Topics for the Exam

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

By tiana
(70 views)

3.2/3.3

3.2/3.3

3.2/3.3. Logarithmic Functions and Their Graphs/Properties of Logarithms. Quick Review. Quick Review Solutions. What you’ll learn about. Inverses of Exponential Functions Common Logarithms – Base 10 Natural Logarithms – Base e Graphs of Logarithmic Functions Measuring Sound Using Decibels

By chin
(142 views)

Graphing Exponential Growth and Decay

Graphing Exponential Growth and Decay

Graphing Exponential Growth and Decay. An exponential function has the form. b is a positive number other than 1 . (fraction). If b is greater than 1. If b is between 0 and 1. b is the “decay factor”. b is the “growth factor”. Is called an exponential decay function.

By marva
(155 views)

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