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The Mean Value Theorem | Differential Calculus
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This video defines the mean value theorem and explains what it means using a graphed function. It explains what a continuous function is and what a differentiable function is. It explains that if a function conforms to the rules set out by the mean value theorem then the average gradient on an interval, defined by the secant is equal to the instantaneous rate of change defined by the tangent to the curve which will then be parallel to the secant. It uses a worked example to show this in action.
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