1) (1/32)^(2x) >= sqrt(0.125)
0.5^(5*2x)>=0.5^(3/2)
10x <= 3/2
x<=3/20
x<=0.15
2) log(1/3, 5x-1) >=2
ОДЗ: 5x-1>0, x>0.2
log(1/3, 5x-1) >= log(1/3, 1/9)
5x-1 <= 1/9
x<=2/9
С учетом ОДЗ, 0.2 < x <= 2/9
Cos(2x)cos(12x)+sin(2x)sin(12x)=-1
1)cos(-10x)=-1
2)cos(10x)=-1
3)10x=n+2kn,
=x=n/10+kn/5
4·(x-2y)-3·(2x+y)-2x = 4x-8y-6x-3y-2x = -4x-5y
-4·(-3,8)-5·0,4 = 15,2-2 = 13,2