y=x2y=xy=x3y=xy=sinxy=sin2xy=sin(x+)y=sin(2x+)y=cosxy=cos2xy=cos(x+)y=cos(2x+)y=xy=ln(x+1)y=xx+1y=xlnx)y=lnxy=x-1y=(x+1)ln(x+1)y=ln(x+1)y=xy=xln(x+1)y=ln(x+1)y=xln(x+1)y=(x+1)ln(x+1)y=xlnxy=xln(x-1)y=sinxlnxy=cosxlnxy=sinxlnxy=cosxlnxy=1-sinxy=1-sin2xy=sinxy=1-sin3xy=xsinxy=xcosxy=exy=xy=2xy=xy=x-1y=-2x-4y=|x-1|+|-2x-4|y=x+2y=2x+1y=|x+2|+|2x+1|y=x+2y=-2x+1y=|x+2|+|-2x+1|y=x3+x2+x+1y=2x3+x2+x+1y=3x3+x2+x+1y=4x3+x2+x+1y=x3+x2+x+1y=x3+2x2+x+1y=x3+3x2+x+1y=x3+4x2+x+1y=x3+x2+x+1y=x3+x2+2x+1y=x3+x2+3x+1y=x3+x2+4x+1y=x3+x2+x+1y=x3+x2+x+2y=x3+x2+x+3y=x3+x2+x+4y=sinxy=ln(x+1)y=sinx-ln(x+1)y=sinxy=lnxy=sinx-lnxy=cosxy=ln(x+1)y=cosx-ln(x+1)y=xy=sinxy=x-sinxy=xy=cosxy=x-cosxy=x+1y=cosxy=x+1-cosx