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DIFFERENTIAL CALCULUS AND INTEGRAL CALCULUS- Nep- I Sem
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DIFFERENTIAL CALCULUS AND INTEGRAL CALCULUS- Nep- I Sem

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Author(s): ( Dr. SUDHIR K. PUNDIR, Dr. BHUPANDER SINGH )

Publisher: ( Pragati Prakashan )

The book entitled 'Differential Calculus and Integral Calculus' is intended to be used as a text book of the students of B.Sc-I ( .... Read More

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    DIFFERENTIAL CALCULUS AND INTEGRAL CALCULUS- Nep- I Sem

    The book entitled 'Differential Calculus and Integral Calculus' is intended to be used as a text book of the students of B.Sc-I (Semester-1) Mathematics. It is written according to the unified common minimum syllabus for all UP state universities and colleges under National Education Policy–2020. We have fully understand the need of the students. Therefore, we have take great cave to present the subject matter in the most clear interesting and complete form. A humble and sincere effect has been made so that book may prove useful for both teachers and taught. We gratefully acknowledge our indebtedness to various authors and publishers whose book have been freely consulted during the preparation of this book. No claim in made of originality at any stage, but presentation is our own. We express our deep sense of gratitude M/s Pragati P r a k a s h a n Me e r u t t h e i r e n c o u r a g e me n t a n d cooperation of bringing out the book in time and in such an elegent form. Suggestions for further improvement will be gratefully acknowledged and accepted.

    ( Dr. SUDHIR K. PUNDIR, Dr. BHUPANDER SINGH )

    Category: Higher Education
    ISBN: 978-93-5531-080-4
    Sr Chapter Name No Of Page
    1 REALNUMBERS SYSTEM 38
    2 LIMITS AND CONTINUITY 49
    3 DIFFERENTIABILITY 26
    4 MEAN VALUE THEOREMS 17
    5 SUCCESSIVE DIFFERENT A TION 30
    6 EXP ANSIONS OF AFUNCTIONS 19
    7 INDETERMINA TE FORM OF LIMITS 19
    8 P ARTIALDIFFERENTIA TIONS 33
    9 T ANGENT AND NORMALS 18
    10 CURV A TURE 35
    11 ENVELOPES AND EVOLUTES 17
    12 ASYMPTOTES 27
    13 SINGULAR POINTS AND CURVE TRACING 37
    14 SEQUENCE 39
    15 INFINITE SERIES 56
    16 RIEMANN INTEGRAL 46
    17 IMPROPER INTEGRALS 29
    18 BET A AND GAMMAFUNCTIONS 36
    19 RECTIFICA TION OF CURVES 26
    20 QUADRATURE (AREAOF BOUNDED CURVES 23
    21 SURFACE AND VOLUME OF SOLIDS OF REVOLUTION 30
    22 MULTIPLE INTEGRALS 54
    23 DIFFERENTIA TION AND INTEGRA TION OF VECTORS 27
    24 GRADIENT , DIVERGENCE AND CURL 32
    25 GREEN’S GAUSS’S AND STOKE’S THEOREMS 32
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