When does this double integral converge?

windy906
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For the double integral find which values of k make it converge.
\int \int \frac{dA}{(x ^ 2+y^2)^k}

x^2 + y^2 <= 1
I have no idea how to even start going about this, can just about do the basics of multiple integration but not this.
 
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What is z?
 
Doesn't say, that is all the information I have.
 
Well, is z associated with the integral? Because it really has no bearing on the problem at the moment... perhaps you meant k?
 
Yes I did, sorry!
Will edit it now.
 
Try converting it to polar coordinates
 
Thanks, really didn't have a clue what to do.
 
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