Consider the indefinite integral tan 0 In(7 cos 0) do For the following type theta for 0 This can be transformed into a basic integral through u-substitution by letting du do Performing the substitution yields the integral |- tan 6 In(7 cos 0) d0 du Now, evaluate the integral and find an expression for tan 0 In (7 cos 0) d0 in terms of 0. Use C for any constant of integration and type theta for 0. - tan 0 In(7 cos 0) d0 =

Calculus: Early Transcendentals
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Author:James Stewart
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Chapter1: Functions And Models
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Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Consider the indefinite integral
tan 0 In(7 cos 0) de
For the following type theta for 0
This can be transformed into a basic integral through u-substitution by letting
du =
de
Performing the substitution yields the integral
tan 0 In(7 cos 0) d0 =
du
Now, evaluate the integral and find an expression for
tan 0 In(7 cos 0) d0 in terms of 0.
Use C for any constant of integration and type theta for 0.
tan 0 In(7 cos 0) d0 =
Transcribed Image Text:Consider the indefinite integral tan 0 In(7 cos 0) de For the following type theta for 0 This can be transformed into a basic integral through u-substitution by letting du = de Performing the substitution yields the integral tan 0 In(7 cos 0) d0 = du Now, evaluate the integral and find an expression for tan 0 In(7 cos 0) d0 in terms of 0. Use C for any constant of integration and type theta for 0. tan 0 In(7 cos 0) d0 =
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