Hi, i need help with ploting this sum of shifted rectangular equation, can any1 help me please?

[Rik]

What have you tried so far? Have a read here and here. It will greatly improve your chances of getting an answer.

Answer 1

[Nithin Kumar]

Hi Rom,

I understand that you want to plot the sum of shifted rectangular equation you provided.

To plot the equation “x(t) = Σ (0.5)^n * π * (t - n) for n = 0 to 2022” using MATLAB, kindly refer to the following steps:

1. Define the time variable `t`.

2. Use a loop to iterate through different values of `n` from 0 to 2022.

3. Calculate the term "(0.5)^n * π * (t - n)" for each `n`.

4. Accumulate the contributions of each term in the summation.

5. Finally, plot the result using the “plot” function.

Kindly refer to the following MATLAB code for the implementation of "sum of shifted rectangular equation":

t = -10:0.01:10; % time values 
num_terms = 2022; % number of terms in the summation 

% Initialize the signal 
x = zeros(size(t)); 

% Calculate the sum 
for n = 0:num_terms 
    term = (0.5)^n * pi * (t - n); 
    x = x + term; 
end 

% Plot the result 
figure; 
plot(t, x); 
xlabel('Time'); 
ylabel('x(t)'); 
title('Summation of Shifted Rectangular Equation'); 
grid on; 

I hope this answer helps you.