1-2cos^2(75)=-cos150=-cos(90+60)=sin60=√3/2
2.3*(|cosx|-1)*sin^2x/√sinx=-6sin^2x/2*sin^2x/√sinx=-6sinx*sin^2x/2*√sinx
cosx>=0 cosx-1=cos^2x/2-sin^2x/2-cos^2x/2-sin^2x/2=-2sin^2x/2
cosx<= -cosx-1=-2cos^2x/2
3*(|cosx|-1)*sin^2x/√sinx=-6sin^2x/2*sin^2x/√sinx=-6sinxcos^2x/2√sinx
11/х + 3 = 10
11/х=10-3
11/х=7
11=7х
7х=11
х = 1 3/7 ( одна целая три седьмые)
f(x)=3sin^2(x)
f'(x)=3 * (sin^2(x))' = 3 * 2sin(x) * (sinx)'=3*2sinxcosx=3sin2x