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To evaluate 3cos x=1 dr. the integrand can be transformed to 1-sin2x A.) S(3cos³x + csc?x)dx B.) 3 cos x (1 – sec?x)dx C.) S(3tan?x – csc²x)dx D.) S(3 cos x - sec?x)dx AC B. D B A

To evaluate 3cos x=1 dr. the integrand can be transformed to 1-sin2x A.) S(3cos³x + csc?x)dx B.) 3 cos x (1 – sec?x)dx C.) S(3tan?x – csc²x)dx D.) S(3 cos x - sec?x)dx AC B. D B A

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 38E
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To evaluate f 3cos x-1 dx, the integrand can be transformed to 1-sin?x .. A.) S(3cos³x + csc2x)dx B.) S3 cos x (1 – sec?x)dx C.) S(3tan²x - csc?x)dx D.) S(3 cos x - sec?x)dx | B B
Transcribed Image Text:To evaluate f 3cos x-1 dx, the integrand can be transformed to 1-sin?x .. A.) S(3cos³x + csc2x)dx B.) S3 cos x (1 – sec?x)dx C.) S(3tan²x - csc?x)dx D.) S(3 cos x - sec?x)dx | B B
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