please give your code too ### Instructions for Implementing a MATLAB Function to Represent ODE in Matrix Form**Q1-2:** Complete this MATLAB function to represent the ODE in matrix form and return `xdot` (i.e., \( \frac{d\vec{x}}{dt} \)) using the above equation. Inside the function, define the matrix **A**, the vector **b** and compute **xdot**. Save your function file as `DEQ2.m` and paste your code below.```matlabfunction xdot = DEQ2(t,x) % Paste your code here % define the matrix A here. % define the vector b here % Compute the vector xdot here.end```**Q3-5:** Paste your completed plot here. Be sure to show the **title** and the **yellow hexagram** marking the initial point.---#### Explanation of Code:1. **Function Definition**: The function `DEQ2` is defined to take in two parameters, `t` (time) and `x` (state vector), and it returns `xdot`, the derivative of the state vector.2. **Define the Matrix `A`**: Within the function, you will need to define the matrix `A` which will be used to calculate the derivative of the state `x`.3. **Define the Vector `b`**: Similarly, define the vector `b` inside the function which is part of the computation for `xdot`.4. **Compute `xdot`**: Finally, compute the derivative of the state vector `xdot` using the matrix `A` and the vector `b`.Upload and illustrate the final code and its output plot, ensuring that the plot includes a clear title and a highlighted initial point marked by a yellow hexagram.

Define the initial condition x0 as a column vector.Define the time span tspan as a 2-element array…

Q1-2: Complete this MATLAB function to represent the ODE in matrix form and return xdot ( i.e.) using the above equation. Inside the function, define the matrix A, the vector band compute xdot. Save your function file as DEQ2.m and paste your code below. function xdot = DEQ2 (t, x) %Paste your code here end % define the matrix A here. & define the vector b here % Compute the vector xdot here.

Q1-2: Complete this MATLAB function to represent the ODE in matrix form and return xdot ( i.e.) using the above equation. Inside the function, define the matrix A, the vector band compute xdot. Save your function file as DEQ2.m and paste your code below. function xdot = DEQ2 (t, x) %Paste your code here end % define the matrix A here. & define the vector b here % Compute the vector xdot here.

Computer Networking: A Top-Down Approach (7th Edition)

7th Edition

ISBN:9780133594140

Author:James Kurose, Keith Ross

Publisher:James Kurose, Keith Ross

Chapter1: Computer Networks And The Internet

Section: Chapter Questions

Problem R1RQ: What is the difference between a host and an end system? List several different types of end...

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Question

please give your code too

### Instructions for Implementing a MATLAB Function to Represent ODE in Matrix Form

**Q1-2:** Complete this MATLAB function to represent the ODE in matrix form and return `xdot` (i.e., \( \frac{d\vec{x}}{dt} \)) using the above equation. Inside the function, define the matrix **A**, the vector **b** and compute **xdot**. Save your function file as `DEQ2.m` and paste your code below.

```matlab
function xdot = DEQ2(t,x)
% Paste your code here

% define the matrix A here.

% define the vector b here

% Compute the vector xdot here.

end
```

**Q3-5:** Paste your completed plot here. Be sure to show the **title** and the **yellow hexagram** marking the initial point.

---

#### Explanation of Code:

1. **Function Definition**:
The function `DEQ2` is defined to take in two parameters, `t` (time) and `x` (state vector), and it returns `xdot`, the derivative of the state vector.

2. **Define the Matrix `A`**:
Within the function, you will need to define the matrix `A` which will be used to calculate the derivative of the state `x`.

3. **Define the Vector `b`**:
Similarly, define the vector `b` inside the function which is part of the computation for `xdot`.

4. **Compute `xdot`**:
Finally, compute the derivative of the state vector `xdot` using the matrix `A` and the vector `b`.

Upload and illustrate the final code and its output plot, ensuring that the plot includes a clear title and a highlighted initial point marked by a yellow hexagram.

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