Solved

Let y=exsinxy = e ^ { x } \sin x Then yy\prime\prime

Question 44

Multiple Choice

Let y=exsinxy = e ^ { x } \sin x Then yy\prime\prime is


A) 2excosx2 e ^ { x } \cos x
B) 2exsinx2 e ^ { x } \sin x
C) 2excosx- 2 e ^ { x } \cos x
D) 2exsinx- 2 e ^ { x } \sin x
E) ex(sinx+cosx) e ^ { x } ( \sin x + \cos x )

Correct Answer:

verifed

Verified

Unlock this answer now
Get Access to more Verified Answers free of charge

Related Questions