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S tan -) dx = a) x tan-1 (-) +÷In(x² + 1) + C b) x tan-1 () +글x2-글In(x2 + 1) + C c) x tan-1 (는) +글x2 2 b) x tan- (-) -In(x² + 1) + C tan-1(x² + 1) + C d) x tan-1 (=) – In(x² + 1) + C

S tan -) dx = a) x tan-1 (-) +÷In(x² + 1) + C b) x tan-1 () +글x2-글In(x2 + 1) + C c) x tan-1 (는) +글x2 2 b) x tan- (-) -In(x² + 1) + C tan-1(x² + 1) + C d) x tan-1 (=) – In(x² + 1) + C

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.4: Values Of The Trigonometric Functions
Problem 22E
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S tan-1 () dx E) dx = a) x tan- () +In(x² + 1) + C 2 b) x tan *() +; -In(x² + 1) + C 2 2 c) x tan- () +x? -tan-"(x² + 1) + C d) x tan-1 (=) – In(x² + 1) + C
Transcribed Image Text:S tan-1 () dx E) dx = a) x tan- () +In(x² + 1) + C 2 b) x tan *() +; -In(x² + 1) + C 2 2 c) x tan- () +x? -tan-"(x² + 1) + C d) x tan-1 (=) – In(x² + 1) + C
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