rules of differentiation

Rules of Differentiation Differentiation is a process used to find a derivative of function where derivative means rate of change with respect to some variable like derivative of f(x) with respect to 'x' is - d (f(x) dx There are some rules of differentiation, they are given as: Differentiation in linear functions:d (a.f(x)) = a.f1(x) dxd (f(x) + g(x)) = f1(x) + g1(x) here g1and f1 is derivatives with respect to x dx Product rule :d (fg) = f.g1 + g.f1 dx Divide rule : d ( f ) = g.f’ - f.g’ dx g g2 Chain rule : d (f (g(x))) = f1(g(x)) . g1(x) dx These are basic differentiation rules for determining the derivative of a function Know More About Application of Differentiation Rules of Differentiation

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(f(x) dx There are some rules of differentiation, they are given as: Differentiation in linear functions:d (a.f(x)) = a.f1(x) dxd (f(x) + g(x)) = f1(x) + g1(x) here g1and f1 is derivatives with respect to x dx Product rule :d (fg) = f.g1 + g.f1 dx Divide rule : d ( f ) = g.f’ - f.g’ dx g g2 Chain rule : d (f (g(x))) = f1(g(x)) . g1(x) dx These are basic differentiation rules for determining the derivative of a function Rules of Differentiation Know More About Application of Differentiation

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Rules of Differentiation

Differentiation is a process used to find a derivative of function where derivative means rate of change with respect to some variable like derivative of f(x) with respect to 'x' is - d

(f(x) dx There are some rules of differentiation, they are given as: Differentiation in linear functions:d (a.f(x)) = a.f1(x)dxd (f(x) + g(x)) = f1(x) + g1(x) here g1and f1 is derivatives with respect to xdx Product rule :d (fg) = f.g1 + g.f1 dx Divide rule : d ( f ) = g.f’ - f.g’ dx g g2 Chain rule : d (f (g(x))) = f1(g(x)) . g1(x) dx These are basic differentiation rules for determining the derivative of a function

Know More About Application of Differentiation

Rules of Differentiation

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