3sin^2x+sin2x=2
3(1-cos^2x)+2sinx*cosx-2=0
3-3cos^2x+2sinx*cosx-2=0
-3cos^2x+2sinx*cosx+1=0 ||/cos^2x
-3cos^2x/cos^2x+ 2sinx*cosx/cos^2x+1/cos^2x=0
-3+2tgx+1+tg^2x=0
Tg^2x+2tgx-2=0
D=12
Tgx1=(-1+sqr3)
Tgx2=(-1-sqr3)
x1=arctg((1+sqr3)/2)+пn;
<span>X2=arctg((1-sqr3)/2)+пn; </span>
120 + х = 260 х-280=450 х-80=320-60
х=260-120 х= 450+280 х-80=260
х=140 х=730 х=260+80
120+140=260 730-280=450 х=340
340-80=320-60
8х-5х-3=6;
3x-3=6;
3x=6+3;
3x=9;
x=9:3;
x=3.