Formulas of Derivatives 

Here are the formulas you should remember about derivation. Consider two constants c and d and consider two function cf(x) and dg(x). The derivative of (cf(x) + dg(x))' = cf'(x) + dg'(x) Consider u a function. Consider that du/dx is its derivative. Consider u elevated to the power of n as in f(x) = u^{n} Consider u a function. Consider that du/dx is the derivative of that function. Consider f(u) Consider the sum of two functions u + v (u + v)' = u' + v' Consider the sum of three functions u + v + w (u + v + w)' = u' + v' + w' Consider the product of two functions uv (uv)' = u'v + uv' Consider the product of three functions uvw (uvw)' = u'vw + uv'w + uvw' Consider c a constant real number and a function defined as Consider the inverse of a function 1/u
Can also be written as:
Consider a constant number c and a function u defined as follows:
Consider the division of two functions as u/v Chain Rule
Can also be written as h'(x) = f'(g(x)) . g'(x) Power Rule



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