(a) Explanation Let p ( x ) and q ( x ) are functions of x and product of these two function represents by the function f ( x ) = p ( x ) ⋅ q ( x ) . Differentiation of function f ( x ) is equal to sum of first function multiply by derivative of second function and second function multiply by derivative of first function represents as, d d x [ f< (b) To determine To state: The quotient rule of differentiation.

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ISBN: 9781337825597

Author: Tan

Publisher: INTER CENG

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Chapter 3.2, Problem 1CQ

(a)

To determine

To state: The product rule of differentiation.

(b)

To determine

To state: The quotient rule of differentiation.

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Chapter 3.1, Problem 8TE

Chapter 3.2, Problem 2CQ

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Chapter 3 Solutions

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To state: The product rule of differentiation .

Solution Summary: The author states that the above equation represents the rule of differentiation of product of two functions.

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To state: The product rule of differentiation.

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Chapter 3 Solutions