Description:

Differential Equation is an intermediate-level course that focuses on the study of mathematical equations involving derivatives. This course provides a comprehensive understanding of the fundamental concepts and techniques used in solving differential equations, with practical applications in various scientific and engineering fields.

Key Highlights:

• Master the techniques for solving first-order and higher-order differential equations
• Explore various methods, such as separation of variables, integrating factors, and power series solutions
• Understand the applications of differential equations in physics, engineering, and biology
• Learn how to model real-world phenomena using differential equations
• Gain proficiency in interpreting and analyzing solutions to differential equations

What you will learn:

• Learning Outcome 1
  Develop a strong foundation in the theory and concepts of differential equations, including their types and classifications.
• Learning Outcome 2
  Master the techniques for solving ordinary differential equations, both linear and nonlinear, using analytical and numerical methods.
• Learning Outcome 3
  Apply differential equations to model and solve real-world problems across various disciplines, such as physics, engineering, and biology.
• Learning Outcome 4
  Analyze and interpret the solutions of differential equations, understanding their behavior and significance in different contexts.