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proof using epsilon delta lim x->2 (4-x^2)?
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here is a cute website http://www.milefoot.com/math/calculus/limits/DeltaEpsilonProofs03.htm
actually u want to prove\[\lim_{x \rightarrow 2} (4-x^2)=0\]if im not wrong
is that ur question?
yes
we must find \(\delta\) in terms of \(\epsilon\) such that \(|x-2|<\delta\) implies \(|4-x^2-0|<\epsilon\)
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according to the epsilon delta proofs which i gave a good resourse for u about it
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