📄 expgui.m
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function expgui(action)
% EXPGUI Discover e.
x = 0:1/64:2;
h = .0001;
if nargin == 0
initialize_graphics
a = 2;
else
a = get_a;
end
% Compute y = a^x and its approximate derivative
p = flipud(get(gca,'children'));
y = a.^x;
yp = (a.^(x+h) - a.^x)/h;
% Update the plot.
set(p(1),'ydata',y)
set(p(2),'ydata',yp)
set(p(3),'string',sprintf('a = %5.3f',a))
% ----------------------------------
function initialize_graphics
clf
shg
plot(x,ones(2,length(x)));
axis([0 2 0 8])
set(gcf, ...
'windowbuttondownfcn', ...
'set(gcf,''windowbuttonmotionfcn'',''expgui(0)'')', ...
'windowbuttonupfcn', ...
'set(gcf,''windowbuttonmotionfcn'',[])');
fs = get(0,'defaulttextfontsize')+2;
text(0.3,6.0,'a = 0','fontsize',fs,'fontweight','bold')
title('y = a^x','fontsize',fs,'fontweight','bold')
legend('y','dy/dx','location','northwest')
xlabel('x')
ylabel('y')
end
% ----------------------------------
function a = get_a
point = get(gca,'currentpoint');
xa = point(1,1);
ya = point(1,2);
a = ya^(1/xa);
end
end
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