'Hand derivatives' diaporamas de présentation

Chapter 3

Chapter 3. Differentiation. 3.1. The Derivative as a Function. The limit when it existed, is called the Derivative if f at x 0 . View derivative as a function derived from f. If f ' exists at x , f is said to be differentiable (has a derivative) at x

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Chapter 3

Chapter 3. Differentiation. 3.1. The Derivative as a Function. The limit when it existed, is called the Derivative if f at x 0 . View derivative as a function derived from f. If f ' exists at x , f is said to be differentiable (has a derivative) at x

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Math 180

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3.1 Derivative of a Function

3.1 Derivative of a Function. In section 2.4, we defined the slope of a curve y = f(x) at the point where x = a to be When it exists, this limit is called the derivative of f at a .

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Warm Up pg 105 QR #1-10all

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Extreme Values of Functions

Extreme Values of Functions. Section 4.1b. Do Now. Find the extreme values of:. First, check the graph ? What does it suggest?. What is the domain of the function?. Since there are no endpoints, all extreme values must occur at critical points. Find the derivative:. Do Now.

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Differentiability 3.2

Differentiability 3.2. Goal. I will determine when a function is differentiable. . Theorem. Differentiability implies continuity. So if f has a derivative at x=a, then f is continuous at x=a. Smooth Functions.

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