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Struggling to get started with the calculus portion of the IIT JEE syllabus? This complex subject requires a strong foundation, which is exactly where this course begins. Through clear, text-based explanations and step-by-step examples, you will build a solid understanding of differential calculus. You'll learn not just the formulas, but the reasoning behind them, enabling you to tackle a wide range of problems with confidence. What you'll learn: - Understand the core concepts of limits, continuity, and differentiability. - Learn to calculate derivatives from first principles and apply standard differentiation rules. - Master techniques for differentiating various types of functions, including implicit and parametric forms. - Apply derivatives to solve problems involving rates of change, tangents, and normals. - Analyze functions to find their maxima and minima, a key skill for optimization problems. - Practice solving a variety of problems structured like those found in the IIT JEE. The course starts with the fundamental theory of functions and limits, then progresses logically through differentiation techniques and their practical applications. Each concept is explained methodically to ensure a solid grasp before moving on. This course is perfect for aspiring engineering students who are new to calculus or need to strengthen their foundational knowledge for the IIT JEE. No prior calculus experience is assumed. Begin your journey to mastering calculus for the entrance exam.