Why is it necessary for a function to be continous for it be differentiable?
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= The absolute value function is continuous . It is differentiable everywhere except at the point x = 0 , where it makes a sharp turn as it crossed the y axis. A cusp on graph of s continuous function. At zero , the full is continuous but differentiable.
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= The absolute value function is continuous . It is differentiable everywhere except at the point x = 0 , where it makes a sharp turn as it crossed the y axis. A cusp on graph of s continuous function. At zero , the full is continuous but differentiable.
plzzz MARK me brainliest.
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