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in Continuity and Differentiability by (40.4k points)
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फलन  \(f(x) = \begin{cases}\frac{e^{1/x}-1}{e^{1/x+1}}; जब&x≠ 0\\1,जब&x = 0\end{cases}\)  का x = 0 पर सततता का परीक्षण कीजिए।

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दिया गया फलन

अर्थात् फलन की सीमा का x = 0 पर अस्तित्व नहीं है।

अतः फलन x = 0 पर सतत नहीं है।

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