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Evaluate tan" (x) sec¹x dx² A −tan (m+2)(x) + — tan” (x) + C m+2 1 −tan (m+3)(x) +_¹__tan (m+1)(x) + C m+3 m+1 −tan (m + 1)(x) + ——_—_tan (™-1)(x) + C m-1 -tan (™+1)(x) — . — — ta -tan (m-1)(x) + C m-1 (в (c) D B m+1 1 m+1

Evaluate tan" (x) sec¹x dx² A −tan (m+2)(x) + — tan” (x) + C m+2 1 −tan (m+3)(x) +_¹__tan (m+1)(x) + C m+3 m+1 −tan (m + 1)(x) + ——_—_tan (™-1)(x) + C m-1 -tan (™+1)(x) — . — — ta -tan (m-1)(x) + C m-1 (в (c) D B m+1 1 m+1

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.6: Exponential And Logarithmic Equations
Problem 64E
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Stan" (x) sec¹x dx. −tan (™+2)(x) + — tan” (x) + C m+2 m −tan (m+3)(x) + ——_—_—_tan (m +1)(x) + C m+3 m+1 1 −tan (™ + ¹)(x) + ___¹__tan (™ − 1)(x) + C m+1 m-1 1 −tan (m + 1)(x) _ _ _ ¹_tan (m − 1)(x) + C m+1 m-1 Evaluate (A B (c) D
Transcribed Image Text:Stan" (x) sec¹x dx. −tan (™+2)(x) + — tan” (x) + C m+2 m −tan (m+3)(x) + ——_—_—_tan (m +1)(x) + C m+3 m+1 1 −tan (™ + ¹)(x) + ___¹__tan (™ − 1)(x) + C m+1 m-1 1 −tan (m + 1)(x) _ _ _ ¹_tan (m − 1)(x) + C m+1 m-1 Evaluate (A B (c) D
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