function integrationhelp

figNumber=figure( ...
      'Name','Help for Numerical Integration program', ...
      'units','normalized',...
      'Color', [1 1 1], ...
      'pos',[.4 .4 .5 .5],...
       'NumberTitle','off', ...
      'Visible','on');
  %function explanations-----------------------------
 left=.01;
 bottom=.8;
 width=.9;
height=.12;
pos = [left bottom width height];
string = 'Subdivisions = k*2^n, where k is the value of Subdiv. and n goes from 1 to 10.';
h = uicontrol('Style','Text','Units','normalized','BackgroundColor', [1 1 1],'Position',pos,'String',string);



  
pos = [left bottom-.15 width height];
string = {'Constant c is used in the functions 1/[d+sin(cx)] and e^(-cx) * cos(x).'};

h = uicontrol('Style','Text','Units','normalized','BackgroundColor', [1 1 1],'Position',pos,'String',string);

  
  pos = [left bottom-.3 width height];
  string = {'Constant d is used in the function 1/[d+sin(cx)]'};
h = uicontrol('Style','Text','Units','normalized','BackgroundColor', [1 1 1],'Position',pos,'String',string);


  
                
    pos = [left bottom-.45 width height];
  string = {'To execute the integration, select all the parameters and click on either Midpoint, Trapezoid, or Simpson''s '};  
h = uicontrol('Style','Text','Units','normalized','BackgroundColor', [1 1 1],'Position',pos,'String',string);


                
    pos = [left bottom-.74 .45 .05];
  string = {'Program by Rob O''Connell, 2001'};  
h = uicontrol('Style','Text','Units','normalized','Position',pos,'String',string);

  %Close Button---------------------------------------  
labelStr='Close';
   callbackStr='close(gcf)';
    closeHndl=uicontrol( ...
      'Style','push', ...
      'Units','normalized', ...
      'position',[.82 .05 .15 .08], ...
      'string',labelStr, ...
      'call',callbackStr);