Which one of the following is a correct application of the integration by parts rule? O f-14(# - 3) sin(2 a) da = -7 (a - 6 a) sin(2 a) – f14 (- 6 a) cos(2 a) da OS-14 (#- 3) sin(2 a) da = 7 (a2- 6 x) sin(2 a)- f-14 (a2 - 6 a) cos(2 a) da O f-14 ( - 3) sin(2 a) da -7 (22- 6 a) sin(2 a) - -14 (a2-6 a) cos(2 a) da O f-14(# - 3) sin(2 a) da = 7 (a2- 6 x) sin(2 a) - f14 (a2-6 a) cos(2 a) da O None of the other options.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section2.1: Equations
Problem 75E
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Which one of the following is a correct application of the integration by parts rule?
Of-14 (a - 3) sin(2 a) da = -7 (a? – 6 a) sin(2 a) – f14 (a2 – 6 x) cos(2 a) da
O f-14(* - 3) sin(2 a) da = 7 (22 - 6 x) sin(2 a) - f-14 (2-6 x) cos(2 ) da
O f-14 (* - 3) sin(2 a) da
= -7 (a2 - 6 x) sin(2 a) – f-14 (a2 - 6 a) cos(2 a) da
O f-14(* - 3) sin(2 a) da = 7 (a? - 6 x) sin(2 a) – f14 (a2 - 6 a) cos(2 a) da
O None of the other options.
Transcribed Image Text:Which one of the following is a correct application of the integration by parts rule? Of-14 (a - 3) sin(2 a) da = -7 (a? – 6 a) sin(2 a) – f14 (a2 – 6 x) cos(2 a) da O f-14(* - 3) sin(2 a) da = 7 (22 - 6 x) sin(2 a) - f-14 (2-6 x) cos(2 ) da O f-14 (* - 3) sin(2 a) da = -7 (a2 - 6 x) sin(2 a) – f-14 (a2 - 6 a) cos(2 a) da O f-14(* - 3) sin(2 a) da = 7 (a? - 6 x) sin(2 a) – f14 (a2 - 6 a) cos(2 a) da O None of the other options.
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