PhD Candidate teaching Mathematics, Physics, Circuits, Electronics, Digital, Control Systems and Automation (Python, Arduino, PLC, etc.)

Learn more about Mohammad

• When and why did you develop an interest in your chosen field?

  I developed an interest in mathematics during my early university studies, when I realized how essential it is for understanding physics and engineering concepts. As I progressed in my education, I became more interested in how mathematical theory can be applied to solve real-world problems. This motivated me to deepen my knowledge and later help others understand mathematics in a clear and practical way.

• What makes you passionate about your subject?

  What makes me passionate about mathematics is its logical structure and its power to explain and model real phenomena. I enjoy how mathematical thinking improves problem-solving skills and builds confidence in analytical reasoning. Seeing students move from confusion to understanding is especially rewarding and keeps me motivated to teach.

• What do you like about tutoring? What makes you a "Superprof"?

  I enjoy tutoring because it allows me to adapt my teaching to each student’s needs and learning style. I focus on making difficult concepts simple and accessible through step-by-step explanations and practical examples. What makes me a Superprof is my patience, strong academic background, and my ability to connect theory with applications, helping students gain both understanding and confidence.

• Do you have any role models; a teacher that inspired you? Please explain.

  Yes, I was inspired by several of my university professors who had the ability to explain complex mathematical ideas in a clear and structured way. Their passion for teaching and their support for students showed me how effective guidance can change a student’s attitude toward a subject. This influenced my own teaching style, which focuses on clarity, encouragement, and consistency.

• What are your keys to success?

  My keys to success are discipline, continuous learning, and adaptability. I always prepare my lessons carefully and update my knowledge to stay aligned with modern teaching methods. I also listen closely to my students’ difficulties and adjust my explanations accordingly. This combination of preparation, patience, and communication allows my students to make steady progress.