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Simulataneous equation solver code

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Tadiwa
Tadiwa 2022-10-11
评论： Tadiwa 2022-10-14
Hi, I am trying to come up with a simultaneous equation solver that will ask a user for the number of simultanous equations to be solved and the number of coefficients in the simultaneous equations after which a for loop will be used to enter the number of coeffiecients for the number of equations.
Attached is the matlab code
% function for coefficient entry
function s = myfunc_Q2a(x)
s=zeros;
for i=1:x
s(i)=str2double(inputdlg('Enter coefficients: '));
end
end
% script that calls on the above function
g=msgbox('Equation is in the form: x1*a1 + x2*a2 + an*xn= b ');
waitfor(g)
n=str2double(inputdlg('Enter the number of simultaneous equations to be solved: '));
x=str2double(inputdlg('Enter the number of coefficients in the equation: '));
A=zeros;
B=zeros;
s=zeros;
for j=1:n
z(j)=myfunc_Q2a(x);
end
I am receiving an error that states left and right hand side have different number of elements, however when I choose
n=2 and x=1 I dont receive an error.
  1 个评论
Ghazwan
Ghazwan 2022-10-11
is it maybe x=1 is the only integer you are entering?
You have a counter i=1:x. x has to be an integer.

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采纳的回答

Gowthami
Gowthami 2022-10-14
Hi Tadiwa,
Here at
z(j)=myfunc_Q2a(x);
You are assigning the 'x'(number of coefficients) length elements array to 'z(j)' which is 1 element of a vector. Because of this you are encountering the error 'Unable to perform assignment because the left and right sides have a different number of elements.'
For example, if n = 2 and x = 3, The left side of this line of code refers to 1 element of z. The right side refers to a 3-element array.
As you mentioned you didn't receive any error when n = 2 and x = 1, because the left side of this line of code refers to 1 element of z and the right side refers to only 1 element. So, you are not encountering any error messages.
For resolve this issue, you may use a 2-D matrix. Please find the following code snippet for the same,
z=zeros(n,x);
for j=1:n
z(j,:)=myfunc_Q2a(x);
end
You may create a 2-D matrix where each row contains one of these 'x' length arrays or you could create a cell array.
I hope it helps.

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