Y=x^3+3x^2-4 <span>{-4;1}
y'=3x</span>²+6x y'=0 3x(x+2)=0 x1=0 x2=-2
---------------------------- -2------------------------------0---------------------------
+↑ -↓ +↑
экстремумы x=-2 max x=0 min
(5х+х^2)(х^2-5х)-(х^3-27)= -23
5х^3-25х^2+х^4-5х^3-х^3-27+23=0
(х^4)-(25х^2)-(х^3)-4=0
(cos^2x - sin^2x)/(ctg^2x - tg^2x)=cos2x/(cos^4x-sin^4x)/(sinxcosx)^2=cos2x/(cos2x)/(sinxcosx)^2=sin^2xcos^2x
Раскрываем скобки c-6-7+2с= 3с-13