Stuck On Algebra! (1 Viewer)

[100percent]

hey i need help with this question... can u's intergrate:

6e^x^(x/2) dx

can't do ∫6e^[x^(x/2)] dx
but can do ∫6e^[x^2] dx

∫6e^x² dx
=6∫e^x² dx
=6√[π*erfi (x√log e)]/2√[log e]
=3√[π*erfi (x√log e)]/√[log e] +c (where 'c' is constant)

*note erfi = imaginary error function

 

[anita_wax]

can't do ∫6e^[x^(x/2)] dx
but can do ∫6e^[x^2] dx

∫6e^x² dx
=6∫e^x² dx
=6√[π*erfi (x√log e)]/2√[log e]
=3√[π*erfi (x√log e)]/√[log e] +c (where 'c' is constant)

*note erfi = imaginary error function

dont get all advanced on me now