Найдите производную функции f(x)=1/(6x+13)^6

f ( x ) = 1 / ( 6 * x + 13 ) ^ 6 ; Найдем производную функции.Производная f ( x ) = ( 1 / ( 6 * x + 13 ) ^ 6 ) \' = ( ( 6 * x + 13 ) ^ ( - 6 ) ) \' = - 6 * ( 6 * x + 13 ) ^ ( - 6 - 1 ) * ( 6 * x + 13 ) \' = - 6 * ( 6 * x + 13 ) ^ ( - 7 ) * ( 6 * x + 13 ) \' = - 6 * ( 6 * x + 13 ) ^ ( - 7 ) * ( ( 6 * x ) \' + 13 \' ) = - 6 * ( 6 * x + 13 ) ^ ( - 7 ) * ( 6 * 1 + 0 ) = - 6 * ( 6 * x + 13 ) ^ ( - 7 ) * ( 6 + 0 ) = - 6 * ( 6 * x + 13 ) ^ ( - 7 ) * 6 = - 6 * 6 * ( 6 * x + 13 ) ^ ( - 7 ) = - 36 / ( 6 * x + 13 ) ^ 7.