3√72 - 8√2 = 3√(36*2) - 8√2 = 3*6√2 - 8√2 = 18√2 - 8√2 =10√2
1) х(у+z)-2y-2z=x(y+z)-(2y+2z)=x(y+z)-2(y+z)=(y+z)(x-2).
2) a(b+c)-b-c=a(b+c)-(b+c)=(b+c)(a-1).
3) a(b-c)-4b+4c=a(b-c)-(4b-4c)=a(b-c)-4(b-c)=(b-c)(a-4).
4) a(a-b)-ac+bc=a(a-b)-(ac-bc)=a(a-b)-c(a-b)=(a-b)(a-c).
5) x(y-z)-y+z=x(y-z)-(y-z)=(y-z)(x-1).
6) 2b(x-y)+y-x=2b(x-y)-(x-y)=(x-y)(2b-1).
7) 5(c-b)+ab-ac=5(c-b)-(ac-ab)=5(c-b)-a(c-b)=(c-b)(5-a).
8) 2(x-c)-bx+bc=2(x-c)-(bx-bc)=2(x-c)-b(x-c)=(x-c)(2-b).
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А1-2)
А2-1)
А3-4)
А4-4) (3x^5)*(2/9)=9x^10*(2/9)x^4=2x^14
В1- -7a^8*(-0,3a^5)^2=-7a^8*0,09a^10=-0,63а^18
B2- -4x^2+y^3=-4*12^2+(-10)^3=576-1000=-424
C1- (20z^2 y^3)^3