a. Explanation Given Information: The diagram of the W sign . Calculation: The area under the curve between each of the respective function and the x − axis is given by the definite integral on the interval [ a , b ] as ∫ a b f ( x ) d x . The area under investigation of the sign W can be calculated as given below. A ( x ) = ∫ x = 5.29 x = 18 r ( x ) d x − ∫ x = 1.5 x = 18 f ( x ) d x + ∫ x = 18 x = 30 b. To determine To Find: the exact area of the W sign.

14th Edition

ISBN: 9781464151088

Author: Associate Professor Laura Taalman, Peter Kohn

Publisher: W.H. Freeman & Company

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Vertices Of An Ellipse

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Question

Chapter 4.6, Problem 77A

To determine

To Find: the totalarea of the front of the W signs in terms of definite integrals

To determine

To Find: the exact area of the W sign.

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the totalarea of the front of the W signs in terms of definite integrals

Solution Summary: The area under the curve between each of the respective functions and the x- axis is given by the definite integral on the interval [a,b].

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To Find: the totalarea of the front of the W signs in terms of definite integrals

To Find: the exact area of the W sign.

Chapter 4 Solutions