Math, asked by diu2904, 4 months ago

Differen to be with respect to x
e^3x×cos4x×sin2x​

Answers

Answered by DarkOverlord
1

Answer:

 \frac{dy}{dx} =  3 \sin(2x) {e}^{3x \cos(4x) \sin(2x)  } + 6x \cos(2x) {e}^{3x \cos(4x) \sin(2x)  } - 6( { \sin(x) })^{3} {e}^{3x \cos(4x) \sin(2x)  } - 18 ({ \sin(x) })^{2}  \cos(x) {e}^{3x \cos(4x) \sin(2x)  }

Step by step process is given in the attachment above.

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