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Messages - Fatima Yousuf

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Home Assignment 1 / Re: Problem 2
« on: September 22, 2012, 09:34:52 AM »
Hi, for number 2, say we get $u = f(g(x,y))$ for our general solution when $(x,y) \ne (0,0)$. Then are we just finding a $u(0,0)$ that is equal to the limit of $u = f(g(x,y))$ as $(x,y)$ approaching $(0,0)$ in order to make u continuous at $(0,0)$?

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