Use MATLAB approach and show code. Thank you :)

A basin of attraction for a root is defined by a cloud of starting points that converge to that particular root. You are asked to generate the basins of attraction by colouring each starting point with a unique colour based on the root it converges to. a. You are given the following system of non-linear equations: 2x3 y = 0 3y3 x = 0 Find all 3 pairs of roots for the equations using an analytical approach, a graphical approach, or MATLAB built-in functions. A basin of attraction for a root is defined by a cloud of starting points that converge to that particular root. You are asked to generate the basins of attraction by colouring each starting point with a unique colour based on the root it converges to. a. You are given the following system of non-linear equations: 2x3 y = 0 3y3 x = 0 Find all 3 pairs of roots for the equations using an analytical approach, a graphical approach, or MATLAB built-in functions. A basin of attraction for a root is defined by a cloud of starting points that converge to that particular root. You are asked to generate the basins of attraction by colouring each starting point with a unique colour based on the root it converges to. a. You are given the following system of non-linear equations: 2x3 y = 0 3y3 x = 0 Find all 3 pairs of roots for the equations using an analytical approach, a graphical approach, or MATLAB built-in functions. A basin of attraction for a root is defined by a cloud of starting points that converge to that particular root. You are asked to generate the basins of attraction by colouring each starting point with a unique colour based on the root it converges to. a. You are given the following system of non-linear equations: 2x3 y = 0 3y3 x = 0 Find all 3 pairs of roots for the equations using an analytical approach, a graphical approach, or MATLAB built-in functions. A basin of attraction for a root is defined by a cloud of starting points that converge to that particular root. You are asked to generate the basins of attraction by colouring each starting point with a unique colour based on the root it converges to. a. You are given the following system of non-linear equations: 2x3 y = 0 3y3 x = 0 Find all 3 pairs of roots for the equations using an analytical approach, a graphical approach, or MATLAB built-in functions. A basin of attraction for a root is defined by a cloud of starting points that converge to that particular root. You are asked to generate the basins of attraction by colouring each starting point with a unique colour based on the root it converges to. a. You are given the following system of non-linear equations: 2x3 y = 0 3y3 x = 0 Find all 3 pairs of roots for the equations using an analytical approach, a graphical approach, or MATLAB built-in functions