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cinar
prove by using epsilon-delta definition of limit..
\[ \lim_{x \rightarrow 0} \sqrt{x}=0\]
\[|\sqrt{x}| <|x|<\delta \] how can I show this..
i hate epsilon-delta definition of a limit
for every \[\epsilon > 0\] there exists a \[\delta > 0\] such that \[\left| \sqrt{x}-0 \right|<\epsilon \] whenever \[0<\left| x-0 \right|<\delta \]