Aşağıdakilerden hangisi (arctan(ok*) 1+e2kx 2dx integralinin sonucudur ? A) [arctan(e**)In|cos(arctan(e**))| + S In|cos(arctan(e**) ; ke kr 1+ezkr B) arctan(e*)In|cos (arctan(e**)| – S In|sin (arctan(e**))| +[xp: kekr c) [arctan(e**) In|sin (arctan(e**))| – S In|sin(arctan(e*))|; kekr dx|+c 1+e2kr D) [arctan(e *)In|sin(arctan(e**))| + S In|sin(arctan(e*))|- ke k* 1+e2kr E) [arctan (ek*)In|sin (arctan(e**)| – S In|cos(arctan(ek*))|; dx]+c kokr
Aşağıdakilerden hangisi (arctan(ok*) 1+e2kx 2dx integralinin sonucudur ? A) [arctan(e**)In|cos(arctan(e**))| + S In|cos(arctan(e**) ; ke kr 1+ezkr B) arctan(e*)In|cos (arctan(e**)| – S In|sin (arctan(e**))| +[xp: kekr c) [arctan(e**) In|sin (arctan(e**))| – S In|sin(arctan(e*))|; kekr dx|+c 1+e2kr D) [arctan(e *)In|sin(arctan(e**))| + S In|sin(arctan(e*))|- ke k* 1+e2kr E) [arctan (ek*)In|sin (arctan(e**)| – S In|cos(arctan(ek*))|; dx]+c kokr
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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Which of the following is the result of the
![Aşağıdakilerden hangisi f
arctan(ok*)
1+e2kx
dx integralinin sonucudur ?
A) arctan(ek*)In|cos(arctan(e**)| + S In|cos(arctan(ek*) )|
ke kx
1+ezkr
+c
B) arctan(e**)In|cos (arctan(e**)| – S In|sin (arctan(e**)| dx
kek*
d]+c
c)[arctan(e**)In|sin (arctan(e**)| – S In|sin(arctan(e*)|
kekr
dx
1+e2kr
지|+c
D) [arctan (e**)In|sin(arctan(e**))| + S In|sin(arctan(e**))| dx]+
ke kr
1+e2kr
E) [arctan (ek*)In|sin (arctan(e**)| – S In|cos(arctan(e**)|; dx]+c
kokr
1+e2kx](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F1fc552be-b36f-4a49-92c8-f656e4494863%2F5c44d9a2-1d18-4144-8b91-969873e514fe%2Fhy0rlxb_processed.png&w=3840&q=75)
Transcribed Image Text:Aşağıdakilerden hangisi f
arctan(ok*)
1+e2kx
dx integralinin sonucudur ?
A) arctan(ek*)In|cos(arctan(e**)| + S In|cos(arctan(ek*) )|
ke kx
1+ezkr
+c
B) arctan(e**)In|cos (arctan(e**)| – S In|sin (arctan(e**)| dx
kek*
d]+c
c)[arctan(e**)In|sin (arctan(e**)| – S In|sin(arctan(e*)|
kekr
dx
1+e2kr
지|+c
D) [arctan (e**)In|sin(arctan(e**))| + S In|sin(arctan(e**))| dx]+
ke kr
1+e2kr
E) [arctan (ek*)In|sin (arctan(e**)| – S In|cos(arctan(e**)|; dx]+c
kokr
1+e2kx
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