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Derivada = '
Distribuimos para cada término la derivada
Utilizamos la regla general de bajar el exponente a multiplicar, y restar 1 en el exponente mismo
f(x)=3x2-6x+5
f(x)=2(3x)-1(6)+5
f(x)=6x-6+0
f(x)=6x-6
f(x)=1/3x4
f(x)=[3x4(1)'-1(3x4)']/(3x4)^2
f(x)=[0-12x3]/3x^8
f(x)=-12x3/3x^8
f(x)=-4x^-5
f(x)=-1/4x^5
f(x)=x-2+7
f(x)=1-0+0
f(x)=1