help w code error

%Euler's Method
p = 1;
t = 0:p:100;
S = zeros(size(t));
S(1) = 1.000; %initial concentration
n = numel(S); %number of y values (S is y in this case)
disp(' Time Reactant Concentration ')
disp(' (sec) (mol/L) ')
disp(' -------------------------------- ')
%loop to solve the eq
for i=1:n-1
f = -0.5 /(2.1+S)
S(i+1) = S(i) + p * f; %eulers formula
fprintf('6.0f%15.3f\n',t(i), S(i))
end
i am receiving an error for the f = -0.5 /(2.1+S) it says "Error using / Matrix dimensions must agree."

6 Comments

Why ask a question if you’re so concerned? Why waste others time?
Rik
Rik on 16 Sep 2020
Comment posted as flag by Paige Macdonald:
i dont want this question posted anymore
Rik
Rik on 16 Sep 2020
That is not an answer to the question Madhan posted. You got free help from a stranger on the internet. Why did you decide to remove your question? You could have simply not posted it. Now you are an inconsiderate jerk taking advantage of friendly people. Is that your intent?
Rik
Rik on 16 Sep 2020
Edited: Rik on 16 Sep 2020
Original question as posted by Paige Macdonald, retrieved from Google cache (permalink):
%Euler's Method
p = 1;
t = 0:p:100;
S = zeros(size(t));
S(1) = 1.000; %initial concentration
n = numel(S); %number of y values (S is y in this case)
disp(' Time Reactant Concentration ')
disp(' (sec) (mol/L) ')
disp(' -------------------------------- ')
%loop to solve the eq
for i=1:n-1
f = -0.5 /(2.1+S)
S(i+1) = S(i) + p * f; %eulers formula
fprintf('6.0f%15.3f\n',t(i), S(i))
end
i am receiving an error for the f = -0.5 /(2.1+S) it says "Error using / Matrix dimensions must agree."
(Answers Dev) Restored edit
Rik
Rik on 14 Dec 2020
Why did you edit your question again? I will simply revert your edit again. If you want it removed, contact Mathworks. Unless and until I hear from them to leave your edit, I will be reverting it every time you edit this. Why waste your time trying to see if you're more stubborn than me?

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Answers (1)

James Tursa
James Tursa on 16 Sep 2020
You need to index S:
f = -0.5 /(2.1+S(i));

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on 16 Sep 2020

Edited:

Rik
on 14 Dec 2020

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