<span>2x-5y=0
, x+10y=2
4x-10y=0
5x=2
x=2/5
y=4/25
</span><span>x^2-y=4/25-4/25=0</span>
a) (2,5х+3)(4х-1)-2,5х(4х+2)<3
10x^2-2,5х+12х-3-10x^2-5х<3
4.5x<9
x<2
б)(1-4х)^2-(8х-1)(2х+1)>0
1-8х+16х^2-16x^2-8x+2x+1>0
-14x>-2
x<1/7
Вектор АВ(1-1=0; √3-0=√3; 3-2=1) = (0; √3; 1),
Вектор СД:(-1-(-1)=0; -1-0=-1; 3-3=0) = (0; -1; 0)
cosα = abs(0*0+√3*(-1)+1*0)/(√0²+(√3)²+1²)*√(0²+(-1)²+0²) = √3/2.
α = 30°.