\(p\  = \ 
      Plot[{1 + x^3, \ 1 - x^3, \ 1 + x^3*Sin[1/\(( .1  x)\)]}, 
        \ {x, \(-1.4\), 1.4}, 
	AxesOrigin -> {0, 0}, \ 
        PlotRange -> {{\(-1.5\), \ 1.5}, {\(-0.5\), 2.5}}, 
	
        Ticks -> {{\(-1\), 0, 1}, {1, 2}}]\)

\(p\  = \ 
      Plot[{1 + x^3, \ 1 - x^3, \ 1 + x^3*E^\((x/2)\)*Sin[1/\(( .1  x)\)]}, 
        \ {x, \(-1.4\), 1.4}, 
	AxesOrigin -> {0, 0}, \ 
        PlotRange -> {{\(-1.5\), \ 1.5}, {\(-0.5\), 2.5}}, 
	
        Ticks -> {{\(-1\), 0, 1}, {1, 2}}]\)