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Let $\;f: R \to R\;$ be a function such that $\;|f(x)| \leq x^{2}\;$ , for all $\;x \in R\;$.Then , at x= 0 , f is :

(a) continuous but not differentiable \[\](b) continuous as well as differentiable \[\](c) neither continuous nor differentiable \[\](d) defferentiable but not continuous
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