1) cos2*x=-1 2*x=П+2*П*k x=П/2+П*k, kЄZ
2) sin3*x=0 3*x=П*k x=(П/3)*k, kЄZ
3)√2*cosx=1 cosx=1/√2=√2/2 x=±П/4+2*П*n, nЄZ
4) 2*sin2*x=-1 sin2*x=-1/2 2*x=(-1)^n*7*П/6+П*n x=(-1)^n*7*П/12+(П/2)*n, nЄZ
5) tq3*x=1 3*x=П/4+П*n x=П/12+(П/3)*n, nЄZ
√48=4<span>√3
</span>
2√3+√5-√13+4<span>√3
6</span>√3+√5-√13
x+y=3
xy=-40
x=3-y
(3-y)*y=-40
3y-y²=-40
y²-3y-40=0
y₁,₂=(3±√(9+160))/2=(3±13)/2
y₁=8, y₂=-5
x₁=-5 x₂=8
X^2-4x=3-2x
x^2-2x-3=0
x1=-1
x2=3