MATLAB: How to display a table in the command window

MATLABnumerical integrationtable

In my previous question ( http://www.mathworks.nl/matlabcentral/answers/69224-how-to-write-a-function-that-generates-a-hyperlink-that-runs-a-function ) I learned to display a list of hyperlinks in the command window, but now I would like to display them in a table with two columns and 4 rows (one for every integration method). I already found soms things on the internet to make a table:
tabel = ModelAdvisor.Table(2,4);
setHeading(tabel, 'All the methods to calculate integrals');
setHeadingAlign(tabel, 'center');
setRowHeading(tabel, 1, 'With graph');
setRowHeadingAlign(tabel, 1, 'center');
setRowHeading(tabel, 2, 'Without graph');
setRowHeadingAlign(tabel, 2, 'center');
The problem is that I don't understand how I can actually edit information, namely hyperlinks (see previous question), in the tabel.
Can someone help me?
—–
Edit: I'll be a bit more specific. I implemented 3 methods to approximate the integral of a function: riemann_Uf, riemann_Lf and trapezoid. Each method has 2 variants: a function that only calculates the integral (name of the function ends with _exgr) and another function that also draws the graph of the function (name ends with _ingr). For the drawing of the graph, I wrote a function integral_graph. Every function needs 4 arguments: f, a, b and n (see previous question). When one calls the function integral with these arguments, I'd like a table to be displayed in the command window looking like this:
   *With graph*         *Without graph*
    Riemann Uf             Riemann Uf
    Riemann Lf             Riemann Lf 
 Trapezoid's Rule       Trapezoid's Rule
Where clicking on for exemple Riemann Uf in the first column runs the function riemann_Uf_ingr(f,a,b,n) and clicking on Trapezoid's Rule in the second column calls the function trapezoid_exgr(f,a,b,n).

Best Answer

Example:
syms x
f{1} = x^2 + sin(x);
cw1 = 10;  %width of column #1
cw2 = 12;  %width of column #2
lb = 3; ub = pi; n = 50;
ftable = { 'riemann', 'Riemann'; 'trapezoid', 'Trapezoid' };
fvals = [17.3; -4.2];   %numeric values for table
graphit = true;
fprintf('With graph\n');
for K = 1 : size(ftable, 1)
  fstr = sprintf( 'sym(''%s'')', char(f{1}));
  fcall = sprintf('%s(%s,%f,%f,%d,%d)', ftable{K,1}, fstr, lb, ub, n, graphit);
  fprintf('<matlab:%s %*s> %*g\n', fcall, cw1, ftable{K,2}, cw2, fvals(K));
end
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