cos(p/6)*sin(3*x)-sin(p/6)*cos(3*x)-(2*cos(p/6)*cos(p/3)*cos(x)-2*sin(p/6)*cos(p/3)*sin(x))*sin(2*x)-(2*sin(p/6)*sin(p/3)*sin(x)-2*cos(p/6)*sin(p/3)*cos(x))*cos(2*x)
24-5x=3x-24
-5x=3x-24-24
-8x=-48
x=6
(3d-31):5=-2
3d-31=-2*5
3d-31=-10
3d=21
d=7
(-2n-209):15=-13
-2n-209=-13*15
-2n-209=-195
-2n=-195+209
-2n=14
n=-7
11(x-76)=55(x-8)
11x-836=55x-440
-44x=396
x=396:44
x=9
1) sin2x=1
2x=π/2 + 2πk
x=π/4 + πk, k∈Z
2) cos2x=1/2
2x=(+/-) π/3 + 2πk
x=(+/-) π/6 + πk, k∈Z.
3) 2sinx=√3
sinx=√3/2
x=(-1)^k * (π/3) + πk, k∈z.
4) - cosx-1=0
cosx= -1
x=π + 2πk, k∈Z.
<span>(5x-1)(x-8)-(x-8)(5x-1)=0
(5x*x + 5x*(-8) - 1*x -1*(-8)) - (x*5x + x *(-1) -8*5x -8 *(-1))=0
(5x</span>²- 40x - x +8) - (5x²- x - 40x + 8)=0
(5x²- 41x +8) - (5x²- 41x + 8)=0
5x²- 5x² + 41x - 41x +8 - 8=0
0=0