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ill type the question plz wait :D (enjoy the music untill i done ;)

Question

http://a.tumblr.com/tumblr_m1bikyc82j1qzd1zwo1.mp3 
ill type the question plz wait :D (enjoy the music untill i done ;)

anonymous · Answer

Find an upper bound of the integral 

$\Huge \int_{c}  \frac {z^2}{z^3-1} dz $

where $c$ is the upper semicircle $x^2+y^2=4$

anonymous · Answer

ML-Inequality
lrt f(z) be cont. on a piece wise smooth curve c with length L
if M $\in $  non neg const | f(x) | $\le$ M
then ,
$\large |\int_c f(z) dz | \le ML$

ML is called upperbound of the modulus of the integral

$\Huge \color{green}{*LOST*}$

anonymous · Answer

@dan815  @Miracrown  @ganeshie8  @hartnn

anonymous · Answer

-.- thx for taging

dan815 · Answer

we wont run

anonymous · Answer

this is what i have try till nw

anonymous · Answer

r=|z|=2 on C

should i find M,L ?

L= is the lenght so it would be $\frac{1}{2}2\pi r =2\pi$
mmmm nw i need M ?

anonymous · Answer

>.>

lichking · Answer

hmm

anonymous · Answer

@Mashy 
any idea ??

lichking · Answer

on it

lichking · Answer

try to solve my problem while i m at urs

anonymous · Answer

haha fair enough :P

anonymous · Answer

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