ii) Plot the curve of tan (x) in MATLAB given x = -2*pi: 0.01: 2*pi. Attach code and output screenshot.

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Title: MATLAB Plotting Exercise – Plotting the Curve of \( \tan^2(x) \)

Objective: 
In this exercise, you will learn how to plot the curve of \( \tan^2(x) \) using MATLAB for the specified range of \( x \).

Instructions:
1. **Function to Plot:** \( \tan^2(x) \)

2. **Range of \( x \):** 
   - Start: \(-2\pi\)
   - Increment: \(0.01\)
   - End: \(2\pi\)

3. **Steps to Follow:**
   - Write MATLAB code to define the range of \( x \).
   - Calculate \( \tan^2(x) \) for each value in the range.
   - Plot the resulting curve.
   - Include labels and titles for clarity.

4. **Expected Deliverables:**
   - The MATLAB code used to generate the plot.
   - Screenshot of the graph output displaying the curve of \( \tan^2(x) \) over the given range.

5. **Additional Tips:**
   - Ensure the graph is properly scaled to visualize important points.
   - Be attentive to the vertical asymptotes where \( \tan(x) \) becomes undefined.

This exercise will help reinforce your skills in MATLAB plotting, as well as your understanding of periodic functions and their transformations. Happy Coding!
Transcribed Image Text:Title: MATLAB Plotting Exercise – Plotting the Curve of \( \tan^2(x) \) Objective: In this exercise, you will learn how to plot the curve of \( \tan^2(x) \) using MATLAB for the specified range of \( x \). Instructions: 1. **Function to Plot:** \( \tan^2(x) \) 2. **Range of \( x \):** - Start: \(-2\pi\) - Increment: \(0.01\) - End: \(2\pi\) 3. **Steps to Follow:** - Write MATLAB code to define the range of \( x \). - Calculate \( \tan^2(x) \) for each value in the range. - Plot the resulting curve. - Include labels and titles for clarity. 4. **Expected Deliverables:** - The MATLAB code used to generate the plot. - Screenshot of the graph output displaying the curve of \( \tan^2(x) \) over the given range. 5. **Additional Tips:** - Ensure the graph is properly scaled to visualize important points. - Be attentive to the vertical asymptotes where \( \tan(x) \) becomes undefined. This exercise will help reinforce your skills in MATLAB plotting, as well as your understanding of periodic functions and their transformations. Happy Coding!
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