Description:

This course covers the fundamental concepts of limits, continuity, and differentiability in calculus. Students will learn about the behavior of functions as they approach a certain value, the conditions for a function to be continuous at a point, and the concept of derivatives. The course explores various techniques to solve limit problems, analyze the continuity of functions, and determine the differentiability of functions at certain points.

Key Highlights:

• Understanding limits and their properties
• Identifying and analyzing the continuity of functions
• Calculating derivatives and assessing differentiability

What you will learn:

• Gain knowledge of limit concepts
  Learn the definition of a limit and how to evaluate limits using various methods.
• Understand continuity in functions
  Explore the conditions for a function to be continuous at a point and analyze the behavior of functions.
• Master the concept of differentiability
  Learn about derivatives, the rules of differentiation, and techniques to determine differentiability.