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## Outline of Contents

Target Audience: High School Students, College Freshmen and Sophomores, students preparing for the International Baccalaureate (IB), AP Calculus AB, AP Calculus BC, A Level, Singapore/GCE A-Level; Class 11/12 students in India preparing for ISC/CBSE and Entrance Examinations like the IIT-JEE/AIEEE Anyone else who needs this Tutorial as a reference!

More advanced cases of evaluating limits
• conditions for continuity of functions
• common approximations used while evaluating limits for ln ( 1 + x ), sin (x)
• continuity related problems for more advanced functions than the ones in the first group of problems (in the last tutorial).
• Finding the values of 'x' for which a given function is continuous. Limits involving change of variables. Determining whether given functions are continuous at specified points.  Limits involving approximations and series expansions.
• Limits involving polynomials of 'x' in the numerator and denominator
• limits involving series expansions, trigonometric, exponential and logarithmic functions.
• Coverage 0/0 and Infinity/Infinity kinds of limits.
• Apart from this, we will also find the limits for a lot more interesting functions and we will also learn to apply L'Hospital's rule.