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2.8 The Derivative as a Function

2.8 The Derivative as a Function

LIMITS AND DERIVATIVES. 2.8 The Derivative as a Function. In this section, we will learn about: The derivative of a function f. THE DERIVATIVE AS A FUNCTION. 2. Equation. If we replace a in Equation 1 by a variable x , we obtain:. Equation 2. THE DERIVATIVE AS A FUNCTION.

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695 views • 41 slides
For Monday

For Monday

For Monday. Read chapter 9 Homework: Chapter 8, exercises 9 and 10. Program 1. Any questions?. Higher­Order Logic. FOPC is called first­order because it allows quantifiers to range over objects (terms) but not properties, relations, or functions applied to those objects.

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22C:19 Discrete Math Boolean Algebra & Digital Logic

22C:19 Discrete Math Boolean Algebra & Digital Logic

22C:19 Discrete Math Boolean Algebra & Digital Logic. Fall 2010 Sukumar Ghosh. Boolean Algebra. In 1938, Shannon showed how the basic rules of logic first given by George Boole in his 1854 publication The Laws of Thought , can be used to design circuits

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518 views • 18 slides
How do parentheses help us write algebraic expressions so we are clear on what they mean?

How do parentheses help us write algebraic expressions so we are clear on what they mean?

How do parentheses help us write algebraic expressions so we are clear on what they mean?. For example, how do we write the algebraic expression “three less than a number, times twenty”?. In this lesson you will learn how to write and read algebraic expressions by using parentheses .

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In Section 2.1 we considered the derivative at a fixed number a .

In Section 2.1 we considered the derivative at a fixed number a .

2.2 The derivative as a function. In Section 2.1 we considered the derivative at a fixed number a . Now let number a vary. If we replace number a by a variable x , then the derivative can be interpreted as a function of x : Alternative notations for the derivative:

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79 views • 6 slides

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