Perkins Cross
01/10/2023 · Elementary School
3. Verificar gráficamente que las siguientes funciones no son derivables en el punto dado: \( \begin{array}{ll}\text { (i) } f(x)=5-|x-1|, x_{0}=1 & \text { (ii) } f(x)=|2 x-4|, x_{0}=2\end{array} \)
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Para verificar gráficamente que las funciones no son derivables en los puntos dados, se observa que en \( x = 1 \) para \( f(x) = 5 - |x - 1| \) y en \( x = 2 \) para \( f(x) = |2x - 4| \), hay un cambio abrupto en la pendiente, lo que indica que la derivada no está definida en esos puntos.
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