SOLUTION: Find the integral of e^(logx). The solutions gave the answer as x^2/2 +c, but I'm prety sure that logx is not the same as lnx ??

SOLUTION: Find the integral of e^(logx). The solutions gave the answer as x^2/2 +c, but I'm prety sure that logx is not the same as lnx ??

Algebra.Com

Question 1142776: Find the integral of e^(logx).
The solutions gave the answer as x^2/2 +c, but I'm prety sure that logx is not the same as lnx ??
Answer by ikleyn(52848) (Show Source): You can put this solution on YOUR website!
.


Notice that   = x  BY THE DEFINITION of (the natural) logarithm.


Therefore, 


    integral of   = integral of  x*dx =  + c.

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