Trying to make symsum work.
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Jacob Oleshchuk
on 27 Nov 2018
Commented: Walter Roberson
on 27 Nov 2018
I am having problems getting symsum to calculate the following sumation within this equation:

I am using the following code to get pi:
function piram
%approximates and prints pi with Ramanujan's formula
%called as piram or piram()
%doesn't return a value, but a print
k=sym('k');
sumpart=symsum((factorial(4*k)*(1103+26390*k))/(((factorial(k))^4)*(396^(4*k))),k,0,inf);
inverted=sumpart*((2*sqrt(2))/9801);
approxpi=1/inverted;
fprintf('Using Ramanujan''s formula, a good approximation is %.6f\n',approxpi)
end
Can anyone help with this?
Accepted Answer
Steven Lord
on 27 Nov 2018
If the only factorial function that appears when you execute:
which -all factorial
is the one included in MATLAB, you probably don't have Symbolic Math Toolbox installed. Check the output of the ver function to test whether you have it installed. If you don't have Symbolic Math Toolbox installed, I would have expected the sym or syms calls to error before you even reached the line where you called symsum, but it's possible you've written your own functions named sym or syms that are being used instead of the versions from Symbolic Math Toolbox.
If what you posted in response to madhan ravi's question was the output of which factorial (without the -all flag) try it with the -all flag and show us what that returns.
4 Comments
Walter Roberson
on 27 Nov 2018
As you are a student you might be able to test your code on MATLAB Online .
More Answers (1)
madhan ravi
on 27 Nov 2018
function piram
syms k
sumpart=symsum((factorial(4*k)*(1103+26390*k))/(((factorial(k))^4)*(396^(4*k))),k,0,inf);
inverted=sumpart*((2*sqrt(2))/9801);
approxpi=1/inverted;
fprintf('Using Ramanujan''s formula, a good approximation is %.6f\n',approxpi)
end
15 Comments
Walter Roberson
on 27 Nov 2018
What shows up for
which factorial(k)
Question: is it possible that you have Maple installed but not the MATLAB Symbolic Toolbox ?
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