A function that has an instantaneous rate of change of 3 at a point (x, y)can fail to be continuous at that point.

Name: A function that has an instantaneous rate of change of 3 at a point (x, y)can fail to be continuous at that point.
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Quizplus · Accepted Answer

If a function has an instantaneous rate of change (a derivative) at a point, it must be continuous at that point, as differentiability implies continuity.

A Function That Has an Instantaneous Rate of Change of 3