Propriedades das Derivadas

• f(x) = c ; f'(x) = 0

• f(x) = xⁿ ; f'(x) = n x^n-1 

• f(x) = 1/n ; f'(x) = 1/ nⁿ√(x^n-1)

• f(x) = a^x ; f'(x) = a^x ln(a)

• f(x) = log_ax ; f'(x) = 1/ x ln(a)

• f(x) = sen(x) ; f'(x) = - cos(x)

• f(x) = cos(x) ; f'(x) = sen(x)

• f(x) = x ; f'(x) = 1

• f(x) = c g(x) ; f'(x) = c g'(x)

• f(x) = ln(x) ; f'(x)= 1/x

• Regra da Cadeia: f(x) = g[u(x)] ; f'(x) = g'[u(x)].u'(x)