2a^2-ab-2ab+b^2=2a^2-3ab+b^2
√27·⁵√243 -3¹/² =√27·(3⁵)¹/⁵ -3¹/²=3√3·3 -√3=√3(9-1)=8√3;
[3^(-5/3)·81^(3/4)]/∛3=3^(-5/3-1/3)·(3⁴)^(3/4)=3^(-5/3-1/3+3·4/4)=
=3^(-2+3)=3¹=3;
P(x)=x(8-x)/(x-4)
p(8-x)=(8-x)(8-8+x)/(8-x-4)=x(8-x)/(4-x)
p(x)+p(8-x)=x(8-x)/(x-4)+x(8-x)/(4-x)=
=x(8-x)/(x-4)-x(8-x)/(x-4)=(x(8-x)-x(8-x))/(x-4)=0/(x-4)=0
X^4-26x^2+169+8x^2-104+16=0
x^4-18x^2+81=0
(x^2-9)^2=0
((x-3)(x+3))^2=0
x-3=0 x1=3
x+3=0 x2=-3