Question

How would you do integral from e to e^2 of 1/(x ln(x^8)) dx?

Answer 1

\[\int\limits_{e}^{e^2} \frac{ 1 }{ x \ln(x^8) } dx\]

Answer 2

\[\large \int\limits_e^{e^2}\frac{1}{x \ln x^8}dx \qquad = \qquad \int\limits_e^{e^2}\frac{1}{8xln x}dx\]Remember your rules of logarithms? :) This will help quite a bit

Answer 3

oh wait. i forgot something

Answer 4

\[\frac{ d }{ dx } \ln(x) =\]

Answer 5

waitttttt. i was stupid. i thought tjat e was a variable instead of the 2.7... number...

Answer 6

Oh that's too funny :) lol

Answer 7

-_-
that's just sad. :(
i feel stupid. >:[

Answer 8

Well all makes mistakes.....
except me.

Answer 9

everybody makes mistakes :) -HM