How to differentiate integral values based on a specific function?
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Step-by-step explanation:
That is how the derivative ( differentiation) and integration are defined, and they are opposite of each other.
Derivative is the slope, in process it is rate of change.
dy/ dx is change in value of function Y per unit of time.
integration which is opposite goes back to the original function which was changed.
derivative of f(X) = f'(x) = dy / dx =[ f ( X+h) - f(x)] / (X+h - X)
∫f' ( x) = f(x) + c
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