Trouble with integration of double integer

I'm new to MATLAB and I'm trying to integrate a value for a fourier series, the code is as follows:

clear all;
close all;
clc;
%Initial Variables
N = 8096; %Sum of additions to be done
T = 1e-3; %OFDM Symbol Period (TIME Domain!)
A = zeros(1,N-1); %First Data Sequence
B = zeros(1,N-1); %Second Data Sequence
t = T/8096; %Value in the range of 0-t to be constantly simulated on!
t_new = 0; %Updated value of t
x = zeros(1,N-1); %Complex Signal (Cosine Component)
y = zeros(1,N-1); %Complex Signal (Sine Component)
sum_x = 0; %Sum of x (Complex Signal) values!

%Setting up equations:
for k = 1:1:N-1
    
x(k+1) = A(k)*cos(2*pi*(k)*t_new); %Cosine Component of the subcarrier
y(k+1) = B(k)*sin(2*pi*(k)*t_new); %Sine Component of the subcarrier
t_new = t_new + t;
A(k+1) = int((x(k+1))*cos(2*pi*k*t), T, 0);
end

I keep getting an error that states as follows:

Undefined function 'int' for input arguments of type 'double'.
Error in GroupProjectCode (line 22)
A(k+1) = int((x(k+1))*cos(2*pi*k*t), T, 0);

Suggestions?

[Ameer Hamza]

Can you attach an image of your equations?

[David Goodmanson]

Hi Bahaa,

int is for use on symbolic variables, not numeric variables as you have.

[Bahaa Soliman]

Thank you David. :)

Answer 1

[Devineni Aslesha]

In the given code, as x(k+1))*cos(2*pi*k*t) is a constant value, integration of this constant can be done as shown below.

fun = @(z) x(k+1)*cos(2*pi*k*t) + 0*z;
A(k+1) = integral(fun, 0, T);

For more information, refer the following link.

https://www.mathworks.com/help/matlab/ref/integral.html