FIND THE DERIVATIVE / TUTORIALOUTLETDOTCOM

May 22, 2017

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FIND THE DERIVATIVE / TUTORIALOUTLETDOTCOM

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FIND THE DERIVATIVE / TUTORIALOUTLETDOTCOM Meet us ….Here
FIND THE DERIVATIVE Find the derivative of f(x) = 11x 2 + 5x at x = 9. a) 243 b) 223 c) 203 d) -243, Find FOR MORE CLASSES VISIT www.tutorialoutlet.com Find the derivative of f(x) = 11x 2 + 5x at x = 9. a) 243b) 223c) 203d) -2432) Find the derivative of f(x) = 8x + 4 at x = 9.a) 0b) 4
FIND THE DERIVATIVE / TUTORIALOUTLETDOTCOM Education is the key to success in life, and teachers make a lasting impact in the lives of their students….Meet us ….Here

SKETCHING THE GRAPH USING THE FIRST DERIVATIVE TEST

SKETCHING THE GRAPH USING THE FIRST DERIVATIVE TEST. Standard of Competence : 6. To use The concept of Function Limit and Function deferential in problem solving. Basic Competenc e : 6.4 To use The derived to find the caracteristic of functions and to solve the problems. Indicator :

909 views • 24 slides

EDGE DETECTION

September 13, 2005. EE - 6358 Computer Vision. 2. CONTENTS. IntroductionTypes of EdgesSteps in Edge DetectionMethods of Edge DetectionFirst Order Derivative MethodsFirst Order Derivative Methods - SummarySecond Order Derivative MethodsSecond Order Derivative Methods - SummaryOptimal Edge Det

808 views • 59 slides

If the derivative of a function is its slope, then for a constant function, the derivative must be zero.

2.3 Basic Differentiation Formulas. The derivative of a constant is zero. If the derivative of a function is its slope, then for a constant function, the derivative must be zero. example:. Power Rule:. If n is any real number, then. Examples:. Constant Multiple Rule:.

641 views • 12 slides

The Derivative-Instantaneous rate of change

The Derivative-Instantaneous rate of change. The derivative of a function, f at a specific value of x , say a is a value given by:. The derivative of a function, f as a function of x , is called f  (x) and is given by:. Find the derivative of. Related problems.

822 views • 24 slides

The Derivative and the Tangent Line Problem

The Derivative and the Tangent Line Problem. Section 2.1. After this lesson, you should be able to:. find the slope of the tangent line to a curve at a point use the limit definition of a derivative to find the derivative of a function

384 views • 17 slides

The Derivative

The Derivative. By Dr. Julia Arnold using Tan’s 5th edition Applied Calculus for the managerial , life, and social sciences text. What is the derivative of something? The derivative of a function f(x) is, mathematically speaking, the slope of the line tangent to f(x) at any point x.

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Math 1304 Calculus I

Math 1304 Calculus I. 2.8 – Derivative as a Function. Notation for Derivative. Definition: The derivative of a function f at a number a, denoted by f’(a) is given by the formula This is defines a new function f’ called the derivative of f. Alternative Formula for Derivative.

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Calculating the Derivative Continued

Calculating the Derivative Continued. We are going to learn how to find certain derivatives. We are not going to go through the proofs of the formulas. We are just going to accept them as being true. DERIVATIVE OF e x : D x [ e x ] = e x. Simply put e x is its own derivative.

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Section 2.3 Product & Quotient Rules and Higher-Order Derivatives

Unit 2 – Differentiation. Section 2.3 Product & Quotient Rules and Higher-Order Derivatives. Objectives: Find the derivative of a function using the Product Rule. Find the derivative of a function using the Quotient Rule. Find the derivative of a trigonometric function.

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Objectives: Discuss slope and tangent lines. Be able to define a derivative.

The Derivative. Objectives: Discuss slope and tangent lines. Be able to define a derivative. Be able to find the derivative of various functions. Critical Vocabulary: Slope, Tangent Line, Derivative. I. Slopes of Graphs. What are the slopes of the following linear functions?.

280 views • 13 slides

MAX - Min: Optimization

MAX - Min: Optimization. AP Calculus. First Derivative Test for Max / Min TEST POINTS on either side of the critical numbers MAX :if the value changes from + to – MIN : if the value changes from – to +. Second Derivative Test for Max / Min FIND 2 nd Derivative

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ET 2.5: Pg 104: #7

ET 2.5: Pg 104: #7. Find the slope of the tangent line to the graph of g(x) at (2, -5). Derivative: Slope of the line tangent to the graph at a point. Also, write everything you know about a derivative. 1 st derivative is velocity. 2 nd derivative is acceleration. “P SST ” I know!.

230 views • 13 slides

The derivative

Lecture 5 Handling a changing world. The derivative. The derivative. y 2. y 2 -y 1. y 2 -y 1. y 1. x 2 -x 1. x 2 -x 1. x 1. x 2. The derivative describes the change in the slope of functions. The first Indian satellite. Bhaskara II (1114-1185). Aryabhata (476-550). b.

417 views • 21 slides

MACH5 Extra Credit PowerPoint

MACH5 Extra Credit PowerPoint. Dean Bates P.3 11-7-2009. t oday’s topic…. d erivatives of trig functions. Basic Problems. derivative sin(x) = cos (x) derivative cos (x) = -sin(x) derivative csc (x) = - csc (x)cot(x) derivative sec(x) = sec(x)tan(x) derivative tan(x) = sec 2 (x)

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Section 2.4 The Chain Rule

Unit 2 – Differentiation. Section 2.4 The Chain Rule. Objectives: Find the derivative of a composite function using the Chain Rule. Find the derivative of a function using the General Power Rule. Simplify the derivative of a function using algebra.

1.14k views • 53 slides

Section 3.5 Find the derivative of g (x) = x 2 ln x. You will need to use the product rule.

Section 3.5 Find the derivative of g (x) = x 2 ln x. You will need to use the product rule. f = x 2 f’ = 2x f is the first function. s = ln x s’ = 1/x s is the second function. f’ (x) = x 2 · 1/x + 2x ln x = x + 2x ln x. 2. Find the derivative of f(x) = ln  x

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Derivative Accounting for Faculty

Derivative Accounting for Faculty. What are we assuming students know before studying derivative accounting in 383? What is the scope of coverage in Accounting 383? What are Derivatives under US GAAP? What is the accounting model for speculative derivative instruments?

569 views • 31 slides

A Different Type of Derivative

A Different Type of Derivative. Katherine Han Period 3 4-29-03. The Process. The process is best explained through an example. Hence: If f(x)= 10 x , then find f’(1) Step 1: Set 10 x equal to “u” 10 x =u Take ln of both sides to bring “x” out of the exponent xln10=lnu

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Calculus Section 3.7 Find higher ordered derivatives.

Calculus Section 3.7 Find higher ordered derivatives. Higher order derivative notation 1 st derivative: y’ f’(x) dy / dx D x y 2 nd derivative: y’’ f’’(x) d 2 y/dx 2 D x 2 y

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3.2 Differentiability

3.2 Differentiability. Differentiability. A function is differentiable at point c if and only if the derivative from the left of c equals the derivative from the right of c . AND if c is in the domain of f’. Differentiability. Find the derivative of at x = 0.

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12.2 Second Derivative and Graphs

12.2 Second Derivative and Graphs. “If we think the derivative as a rate of change, then the second derivative is the rate of change of the rate of change” * The second derivative is the derivative of the derivative. Compare f(x ) and g(x).

440 views • 26 slides

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FIND THE DERIVATIVE / TUTORIALOUTLETDOTCOM

FIND THE DERIVATIVE / TUTORIALOUTLETDOTCOM

Presentation Transcript

SKETCHING THE GRAPH USING THE FIRST DERIVATIVE TEST

EDGE DETECTION

If the derivative of a function is its slope, then for a constant function, the derivative must be zero.

The Derivative-Instantaneous rate of change

The Derivative and the Tangent Line Problem

The Derivative

Math 1304 Calculus I

Calculating the Derivative Continued

Section 2.3 Product &amp; Quotient Rules and Higher-Order Derivatives

Objectives: Discuss slope and tangent lines. Be able to define a derivative.

MAX - Min: Optimization

ET 2.5: Pg 104: #7

The derivative

MACH5 Extra Credit PowerPoint

Section 2.4 The Chain Rule

Section 3.5 Find the derivative of g (x) = x 2 ln x. You will need to use the product rule.

Derivative Accounting for Faculty

A Different Type of Derivative

Calculus Section 3.7 Find higher ordered derivatives.

3.2 Differentiability

12.2 Second Derivative and Graphs

Section 2.3 Product & Quotient Rules and Higher-Order Derivatives