F(x)=3sin2x-sin2x
F'(x)=2*(3sinx)*cosx-3sinx*cosx
F(x)=cos2x-2sinx
F'(x)=-sin x*2-2cosx
F(x)=tgx-1/3tg3x+1/5tg5x
F'(x)=1/cos2x-tg2x*1/cos2x+tg4x*1/sin2x
F(x)=2sinx-tgx
F'(x)=2cosx-1/cos2x
F(x)=xlnx
F'(x)=lnx+x*1/x=lnx+1
F(x)=lnx/x
F'(x)= (lnx)'x-lnx*x'/ X2=
1/x*x-lnx //x2= 1-lnx/x2
F(x)=2x e-x
F'(x)=2x*ln2e-x+2x *e-x *(-1)
F(x)=x2e-2x
F'(x)=2x*e-2x+x2*e-2x*(-2)
F(x)=(x+1)(2x-1)(3x+2)=
(2x2-x+2x-1)(3x+2)=6x3+7x2-x-2
F'(x)=18x2+14-1
F(x)=1/x-1/x2+1/x3
F'(x)=x-1-x-2+x-3= -x-2+2x-3-3x -4
F(x)=3-2x+2/3x4
F'(x)= -2 + 8/3x3
F(x)=2x3+3x-5
F'(x)=6x2+3
F(x)=3x2-5x+1
F'(x)=6x-5