Solved

Calculate the Derivative ddx[e3xsin(3πx)]\frac { d } { d x } \left[ e ^ { - 3 x } \sin ( 3 \pi x ) \right]

Question 34

Multiple Choice

Calculate the derivative. ddx[e3xsin(3πx) ]\frac { d } { d x } \left[ e ^ { - 3 x } \sin ( 3 \pi x ) \right]


A) e3x(3sin(3πx) 3πcos(3πx) ) e ^ { 3 x } ( - 3 \sin ( 3 \pi x ) - 3 \pi \cos ( 3 \pi x ) )
B) e3x(3sin(3πx) +3πcos(3πx) ) e ^ { - 3 x } ( - 3 \sin ( 3 \pi x ) + 3 \pi \cos ( 3 \pi x ) )
C) e3x(3sin(3πx) 3πcos(3πx) ) e ^ { - 3 x } ( - 3 \sin ( 3 \pi x ) - 3 \pi \cos ( 3 \pi x ) )
D) e3x(sin(3πx) +cos(3πx) ) e ^ { - 3 x } ( \sin ( 3 \pi x ) + \cos ( 3 \pi x ) )
E) e3x(sin(3πx) 3πcos(3πx) ) e ^ { - 3 x } ( \sin ( 3 \pi x ) - 3 \pi \cos ( 3 \pi x ) )

Correct Answer:

verifed

Verified

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

Related Questions