what is higher order derivative
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Higher-Order Derivatives of an Explicit Function
Let the function y=f(x) have a finite derivative f′(x) in a certain interval (a,b), i.e. the derivative f′(x) is also a function in this interval.
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Higher-order Derivatives. The derivative is “the rate of change of function at a specified point”. The derivative of the function f (x) with respect to x at the point x0 is the function f ′ (x0), which is given below: The derivatives other than the first derivative are called the higher order derivatives.
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