Пошаговое объяснение:
1) ((c-8)/(3c+6))*(84/(c²-8c)=(c-8)*84/(3*(c+2)*c*(c-8))=84/(3c*(c+2)).
2) (7c/(c+2))-84/(3c*(c+2)=(7c*3c-84)/(3c*(c+2)=(21c²-84)/(3c*(c+2)=
=21*(c²-4)/(3c*(c+2))=7*(c+2)*(c-2)/(c*(c+2))=7*(c-2)/c.
7c/(c+2) - (c-8)*84 / 3(c+2)*c(c-8)=
7c/(c+2) - 28/c(c+2)=
(7c^2-28) / c(c+2)=7(c^2-4) / c(c+2)=7(c-2)(c+2) / c(c+2)=7(c-2)/c.
Пошаговое объяснение:
