Solving Improper Integral Homework Problem

asi123
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Homework Statement



Hey.
I'm kinda stuck on this one, any idea?

Homework Equations





The Attempt at a Solution

 

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asi123 said:

Homework Statement



Hey.
I'm kinda stuck on this one, any idea?

Homework Equations





The Attempt at a Solution

link it somewhere else so we can see it asap!
 
rocomath said:
link it somewhere else so we can see it asap!

What do u mean?
 
asi123 said:
∫∫dx dy/(1 + x2 + y2)2

Hi asi123! :smile:

Have you tried substituting into r and θ? :smile:
 
r^2=x^2+y^2
 
In other words, change to polar coordinates.
 
10x.
 
asi123 said:
10x.
Work?
 
rocomath said:
Work?

Yeah
 
  • #10
asi123 said:
Yeah
Not what I meant, but sure :)
 
  • #11
rocomath said:
Not what I meant, but sure :)

What did u mean?
 
  • #12
polar coordinates

Hi asi123! :smile:
asi123 said:
10x.

What did you mean by that? :confused:

Have you tried polar coordinates yet (r and θ)? :smile:
 
  • #13


tiny-tim said:
Hi asi123! :smile:


What did you mean by that? :confused:

Have you tried polar coordinates yet (r and θ)? :smile:

:smile:

Yeah, I did it, I changed to polar coordinates and it worked.

10x.
 
  • #14
ping!

asi123 said:
10x.

ah! …

:biggrin: … you meant "thnx"! :biggrin:
 
  • #15


tiny-tim said:
ah! …

:biggrin: … you meant "thnx"! :biggrin:

10x is not like "thnx"? :smile:
 

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