Many students find difficulty in learning the topics of real analysis. The authors are written this book so that the students can learn each topic of real analysis on their own. To achieve this several problems are solved. Further each step in the proof of every theorem is thoroughly explained.

This book (Real Analysis, Volume 2) is intended for UG and PG students of pure and applied mathematics. It is also useful for those who are appearing for various entrance examinations like GATE/CSIR/UGC-NET etc. This book covers limits, continuous functions, discontinuous functions, uniformly continuous functions, derivatives and higher order derivatives, increasing and decreasing functions, maxima and minima of functions of one variable and functions of bounded variations.

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