Question

find the integral S (x/6 + 6/x) dx

Answer 1

You can break apart the integral

Answer 2

\[\int\limits_{}^{}({x \over 6}+{6 \over x})dx={x^2 \over 12}+6\ln \left| x \right|+c={x^2 \over 12}+\ln (x^6) +c\]

Answer 3

how did u get x^12/12?

Answer 4

It's x^2/12. Because when you integration of x is x^2/2, then multiply this by 1/6, you get x^2/12.

Answer 5

hey, anwarA. How did yu do for the fraction to appear like that ?

Answer 6

How much would you pay for that? :P

Answer 7

frac{}{}

Answer 8

i'll givu a medal haha

Answer 9

@amistre64: he/she asked me >.<

Answer 10

lol....then answer ;) if you know how lol

Answer 11

oh thanks amistre \[frac{1}{2}\]

Answer 12

phail lol

Answer 13

i left out that part where you do it in the....

Answer 14

I'll tell you another way, a better way. "{something over something}"

Answer 15

using the "equation" feature of course.

Answer 16

\[1 \over 2\] oh boy thanks lo

Answer 17

You are welcome :)