What is the derivative of e^(x^5 cosx)?
How I'm seeing it, it should be e^(x^5*cosx)*(5x^4 cosx)*(-sinx) but that's apparently wrong.
How I'm seeing it, it should be e^(x^5*cosx)*(5x^4 cosx)*(-sinx) but that's apparently wrong.
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d/dx [ e^ (x^5 cos x) ] = e^(x^5 cos x) d/dx (x^5 cos x)
= e^(x^5 cos x) ( 5x^4 cos x -x^5 sinx)
Note:
you apply the product rule to differentiate x^5 cos x
= e^(x^5 cos x) ( 5x^4 cos x -x^5 sinx)
Note:
you apply the product rule to differentiate x^5 cos x