Question

what is nth order derivative​

Answer 1

Answer:

Higher-Order Derivatives of an Explicit Function

Higher-Order Derivatives of an Explicit Functionf′′′=d3ydx3=y′′′. The result of taking the derivative n times is called the nth derivative of f(x) with respect to x and is denoted as. dnfdxn=dnydxn(in Leibnitz's notation), f(n)(x)=y(n)(x)(in Lagrange's notation).

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