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Hi People... 2 Questions Here ...

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Hi Every One
1- Suppose We Have 1.7321 . Which Command returns the non-numerical value? (I mean sqrt(3) )
2-Run This
% Interactive script to fit a cubic to data points
clf;clc;clear all;
grid on
hold on
axis([0 100 0 100]);
diff = 10;
xold = 68;
i = 0;
xp = zeros(1); % data points
yp = zeros(1);
while diff > 2
[a b] = ginput(1);
diff = abs(a - xold);
if diff > 2
i = i + 1;
xp(i) = a;
yp(i) = b;
xold = a;
plot(a, b, 'k*')
end
end
p = polyfit(xp, yp, 3 );
plotfunction=poly2sym((p))
x = 0:0.1:xp(length(xp));
y=p(1)*x.^3 + p(2)*x.^2 + p(3)*x + p(4);
plot(x,y), title( 'cubic polynomial fit'), ...
ylabel('y(x)'), xlabel('x')
hold off
end
The Output has a large amount of number... how can i simplify it???
  2 Comments
Masoud Ghanbari
Masoud Ghanbari on 29 Mar 2013
I mean you have the 1.7321 and you want to radical(?)=1.7321

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Accepted Answer

Walter Roberson
Walter Roberson on 28 Mar 2013
Edited: Walter Roberson on 28 Mar 2013
For #1: if you have access to the full version of Maple, such as through the old Extended Symbolic Mathematics Toolbox, then you can use the Maple command "identify". If you do have that access (it is not the current Symbolic Toolbox, which is MuPAD rather than Maple), then try
feval(symengine, 'identify', 1.7321)
or
maple(sprintf('identify(%g)', 1.7321))
MuPAD (the current Symbolic Toolbox) does not appear to have a similar function.
You could try using
simplify(plotfunction)
to get a more compact expression. The result might still have a lot of rational numbers in it. If you want the rational numbers converted to fixed point numbers, then use
vpa(plotfunction)
  5 Comments
Masoud Ghanbari
Masoud Ghanbari on 11 Apr 2013
Thanks Dear Friends...

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