Posted by **angela s** on Thursday, October 29, 2009 at 7:09pm.

integral of 1 to e^4 dx/x(1+lnx)

1+lnx = a => dx/x = da

dx/ x(1+lnx) = da/a

int of da/a = In(a)

=>int of dx/ x(1+lnx) = In(1+In(x)) + C

from 1 to e^4 for int of dx/ x(1+lnx) = In(1+In(1)) - In(1+In(e^4))

In(1+In(1)) - In(1+In(e^4)) = -In(5) =~ -1.60944

I am getting this as the wrong answer am i doing something wrong?

## Answer This Question

## Related Questions

- L'Hopital's rule - Find lim x->1+ of [(1/(x-1))-(1/lnx)]. Here is my work...
- calculus - sorry to ask a second question so soon, but i'm just not getting this...
- Calculus 1 - Find the derivative of y with respect to x. y=(x^6/6)(lnx)-(x^6/36...
- Calculus - what is the limit as h approaches 0 of ((x+h)^pi-x^pi)/h? Multiple ...
- Calculus - Find the derivatives, dy/dx for the following functions. a. x^2y^4 = ...
- College Calc - Problem: y=sqrtx ^1/x. Find DY/DX. ln(f(x))=lnx^1/2x or lnx to ...
- math - how would you solve for y in this problem: ln(y-1)-ln2 = x +lnx ln(y-1)-...
- Math - Find the coordinates of the turning point and determine wether it is ...
- math: pre-calculus - Let u=lnx and v=lny. Write the expression ln3√x/2y ...
- calc - f(x)=3x^ln(x), find f '(9). i can't find the answer :( I got 3x^lnx(((ln(...

More Related Questions