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\[\lim _{(x,y)->(0,0)}\frac{ y ^{2}\sin ^{2}x }{ x ^{4}+y ^{4} }\]
Take the y^2 out of the function, when you take the limit, you get 0 * (limited function) wich must be 0.
Is that the answer?
not sure what you mean.
I always like to check, but I'm pretty sure its right, but I was wasking if in your book or homework you had the answer.
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