Description:

Differential calculus is a branch of mathematics that studies the rate at which quantities change. This BSc 1st Semester course covers the fundamentals of differentiation, including limits, derivatives, and applications in various fields. Students will develop a deep understanding of functions and their rates of change.

Key Highlights:

• Fundamentals of differentiation
• Limits and derivatives
• Applications in real-world scenarios

What you will learn:

• Understanding Limits
  Learn how to calculate limits and understand their significance in calculus.
• Derivatives and Rates of Change
  Explore the concept of derivatives and how they relate to the rate of change of functions.
• Applications of Differential Calculus
  Discover the practical applications of differential calculus in various fields such as physics, engineering, and economics.