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Find the Indefinite Integral cos4xesin4xdx\int \cos 4 x e ^ { \sin 4 x } d x

Question 59

Multiple Choice

Find the indefinite integral. cos4xesin4xdx\int \cos 4 x e ^ { \sin 4 x } d x


A) esin4x+Ce ^ { \sin 4 x } + C
B) 4sin4xcos4xe4x+c4 \sin 4 x \cdot \cos 4 x e ^ { 4 x } + c
C) 14esin4x+C\frac { 1 } { 4 } e ^ { \sin 4 x } + C
D) 14ecos4x+C\frac { 1 } { 4 } e ^ { - \cos 4 x } + C
E) 4sin4xecos4x+C4 \sin 4 x \cdot e ^ { - \cos 4 x } + C

Correct Answer:

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