The graph of a curve CCC is given below for certain values of xxx. What could be the equation of CCC? Ay=x3ecos3x+lnx2y=x^3e^{\cos3x}+\ln x^2y=x3ecos3x+lnx2By=x3esin3x+lnx2y=x^3e^{\sin3x}+\ln x^2y=x3esin3x+lnx2Cy=x3ecos4x+lnx2y=x^3e^{\cos4x}+\ln x^2y=x3ecos4x+lnx2Dy=x3esin4x+lnx2y=x^3e^{\sin4x}+\ln x^2y=x3esin4x+lnx2Ey=x3ecos3x−lnx2y=x^3e^{\cos3x}-\ln x^2y=x3ecos3x−lnx2Fy=x3esin3x−lnx2y=x^3e^{\sin3x}-\ln x^2y=x3esin3x−lnx2Gy=x3ecos4x−lnx2y=x^3e^{\cos4x}-\ln x^2y=x3ecos4x−lnx2Hy=x3esin4x−lnx2y=x^3e^{\sin4x}-\ln x^2y=x3esin4x−lnx2