<span>-0,6х+3*(х-0,4)+11=-2,5х+3*(х+2);
-0.6x+3x-1.2+11=-2.5+3x+6;
-0.6x+3x-3x=-2.5+6+1.2-11;
-0.6x=-6.3
х=-6.3:(-0.6_
х=10.5
</span><span>4(х-0,5)=7(х+1);
</span>4х-2=7х+7
4х-7х=7+2
-3х=9
х=9:(-3)
х=-3
(3-4sinx)·(3+4cosx)=0
3-4sinx = 0
4sinx = 3
sinx = 0,75
х = (-1)^k arcsin(0.75) + πk k∈Z
3+4cosx = 0
4cosx = -3
cosx = -0.75
x = ±(π - arccos 0.75) + 2πk k∈Z
А) 2cosx+1=0
2cosx=-1
cosx=-1/2
x=+-arcos a+2kπ, k∈Z
x=+- 2π/3+2kπ
б) tg2x+1=0
tg2x=-1
2x=-π/4+2kπ
x=-π/8+kπ
в)sin(x/3+π/4)=-1
x/3+π/4=-π/2+2kπ
x/3=-π/2+π/4+2kπ
x/3=-π/4+2kπ
x=-3π/4+6kπ