Ryan Mcguire
10/24/2024 · Senior High School
4. La función \( g(x)=\frac{1}{x} \) es conocida por ser discontinua, en \( x=0 \). Utilizando el concepto de limite, demuestra por qué esta función no es continua, en \( x=0 \).
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Para demostrar que \( g(x) = \frac{1}{x} \) no es continua en \( x = 0 \), verificamos que \( g(0) \) no está definida y que el límite de \( g(x) \) cuando \( x \) se aproxima a 0 no existe.
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