Question

найти производную функции 

y=2x^3(x^6-1)

f(x)=(3x^2-5)^3

Answer 1

$\y=2x^3(x^6-1)\ y'=6x^2(x^6-1)+2x^3cdot6x^5\ y'=6x^2(x^6-1+2x^6)\<var>y'=6x^2(3x^6-1)</var>$

 

$\f(x)=(3x^2-5)^3\ f'(x)=3(3x^2-5)^2cdot6x\ f'(x)=18x(3x^2-5)^2$