8х=8/3п+2пк
Х=п/3+16пк
4/3х=8/9п+2пк
Х=2/3п+3/2пк
5/8х=п/8+2пк
П/5+16/5пк=x
при знаменателе не равным 0
√а-4≠0
√а≠4
а≠2
а≠-2
(c-2)²-(1-c)(c+2)=c²-4c+4-(c+2-c²-2c)=
=c²-4c+4+c²+c-2=2c²-3c+2
M=4/(4•2)=1/2;n=4•1/4-4•1/2+3=1-2+3=2-наименьшее значение
А) xy⁴-y⁴-xy²+y²=y²(xy²-y²-x+1)=y²((xy²-y²)-(x-1))=y²(y²(x-1)-(x-1))=
=y²(x-1)(y²-1)=y²(x-1)(y-1)(y+1)
б) x³y+xy+x³+x=x(x²y+y+x²+1)=x((x²y+x²)+(y+1))=x(x²(y+1)+(y+1))=
=x(x²+1)(y+1)
в) a²b-a²-ab+a³=a(ab-a-b+a²)=a((ab-b)+(a²-a))=a(b(a-1)+a(a-1))=
=a(a-1)(a+b)
г) x³+xy+x²y+x²=x(x²+y+xy+x)=x((x²+xy)+(x+y))=x(x(x+y)+(x+y))=
=x(x+y)(x+1)