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evaluate-x-i-dx-where-i-1-




Question Number 41108 by mondodotto@gmail.com last updated on 02/Aug/18
evaluate ∫x^i dx  where i=(√(−1))
evaluatexidxwherei=1
Answered by MJS last updated on 02/Aug/18
∫x^z dx=(1/(z+1))x^(z+1)   ∫x^i dx=(1/(1+i))x^(1+i) =((1/2)−(1/2)i)x^(1+i)
xzdx=1z+1xz+1xidx=11+ix1+i=(1212i)x1+i

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