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A must-read book for anyone who wants to know more about Differential Calculus, Das and Mukherjee's Differential Calculus is a comprehensive and well-organized textbook. The text opens with a quick introduction to the notation and the fundamental concepts of calculus before going on to tackle differential calculus proper. ##How to Write a Conclusion ## The conclusion is your opportunity to summarize what you've written, prove that it’s been worth reading, or leave readers feeling intrigued by what’s coming next. Here are some variations:1) Summarize your main point one last time. For example: "In summary xyz. The meaning of this statement is that the derivative of f is equal to the slope of its tangent, or that this relationship is preserved by differentiation."2) Prove your point. This can be either a direct proof (see below), or some kind of logical deduction. For example: "Suppose f(x) = g(x) = 5 if x < x', and 3 if x' < x". Then f'(x) = g'(x) = 3. Therefore, f' is differentiable at x - x'. Thus all things being equal, the derivative on the left must be 5, not 3. So thesis 1 is proved. 3) State your main points cleverly. Use a question to stimulate readers' attention, such as: "Is the derivative of f(x) = g(x/2) always equal to 2g(x/2), or does it depend on the specific values of f and g? The answer depends on what you mean by differentiation."4) Leave them wanting more. Do this by creating suspense, planting questions in the readers' minds about what will happen next, or by answering a preceding question with another question. For example: "We have seen that the derivative of f is equal to 2g. By taking quotients of both sides with respect to x, we have obtained that g = 2f'. If this is true, then f is equal to 2f, and therefore all things being equal, the derivative on the left must be 2f'."Differential Calculus: First Edition by Ghosh & Abraham. Publisher: New Age International (July 31, 2015). This book has been supremely well-received by students and teachers. Some of the various features of this book include: 1) Entertaining and gripping text that has received supreme praise for its quality; it's all in all gripping. 2) Excellent coverage of differential calculus along with its applications. 3) The book is the only one where the text is written in 'Sanskrit', so readers can easily understand it. 4) The book provides clear and easy-to-access resources to help take the reader to the next level, thus motivating students to learn more. cfa1e77820