'Derivative function' presentation slideshows

Chapter 1 The Derivative

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Section 4.2 Mean Value Theorem

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Derivative of a function

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Lesson 55 - Graphical Differentiation

Lesson 55 - Graphical Differentiation. Lesson Objectives. 1. Given the equation of a function, graph it and then make conjectures about the relationship between the derivative function and the original function 2. From a function, sketch its derivative

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Calculus I (MAT 145) Dr. Day Wednesday February 13, 2019

Calculus I (MAT 145) Dr. Day Wednesday February 13, 2019. The limit definition of derivative (2.8) Properties and Characteristics of Derivatives (2.8) Derivative Shortcuts ( Ch 3) Quiz #5 on Friday! Info from a graph: limits, function values, derivatives Asymptotes defined by limits

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The Derivative

The Derivative. Recall : The slope of the tangent line to the graph of f(x) at any value of x can be found using limits and the difference quotient:.

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The Derivative Function

The Derivative Function. Bacteria Growth. From looking at the the average rate of change of this function from data collected every two hours determine: Where is the function increasing/decreasing? Where is the function concave up/down?.

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Fish Tank Optimization

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DT.01.1 - Derivative Rules - Power Rule, Constant Rule, Sum and Difference Rule

DT.01.1 - Derivative Rules - Power Rule, Constant Rule, Sum and Difference Rule. MCB4U - Santowski. (A) Review. The equation used to find a tangent line or an instantaneous rate of change is: which we also then called a derivative. So derivatives are calculated as .

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Increasing

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Clicker Question 1

Clicker Question 1. What is the derivative of f ( x ) = x 3 e 4 x ? (Hint: e 4 x = (e 4 ) x ) A. 3 x 2 e 4 x B. e 4 x ( x 3 + 3 x 2 ) C. e 4 x (4 x 3 + 3 x 2 ) D. x 3 + e 4 x E. 12 x 2 e 4 x. Clicker Question 2.

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A Function and its Derivative

A Function and its Derivative. Created by students in 1 st block calculus class. The Function . This function is parabolic. Domain: x-intercepts: and Maxima: Increasing: Decreasing: Concave Down: . Relative Maxima and Minima . Maxima and Minima On the original graph

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Another way to teach derivative and antiderivative functions with Cabri

Another way to teach derivative and antiderivative functions with Cabri. 14th T 3 CONFERENCE CALGARY Jean-Jacques DAHAN IREM and IUFM of Toulouse FRANCE. How to draw curves of functions. A library of curves Curve1 Curve2 Curvegeneral Algebraic and geometric composition comp1

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Higher Order Derivatives

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