UPSC Mathematics : Important Questions for UPSC Exam 2020

UPSC Mathematics : Important Questions for UPSC Exam 2020

Author: SuccessClap

Publisher: SuccessClap

Published:

Total Pages: 286

ISBN-13:

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Description: The eBook contains important questions for UPSC Mathematics . All Topics are covered This book is a complete guide to Practice different type of problems from each topic. This book will save TIME in collecting books from different source , study material from different institutes, pdfs, internet information etc. All questions are available at one place. This book will be useful for Last minute preparation to cover all topics ,check preparation and fill the voids to complete it. UPSC MATHEMATICS Optional will definitely make you Topper. But you need to PRACTICE, PRACTICE and more PRACTICE. This book will provide you more PRACTICE. The topics covered are : 01 Matrix Linear Algebra,Problems on Matrices ,Rank Normal Form, Matrix Inverse,Linear Eqns, Diagonalisation Problems, Cayley Hamilton Problems, Quadratic Problems, Vector Spaces, Linear Dependence ,Basis Problems, Eigen Values, Linear Transformation, Problem Set 02 Calculus and Real Analysis ,Limts, Continuity, Differentiabi, Max Min Single Variabl, Max Min Two Variable, Max Min Multi Vraiable, Lagrange Multiplier, Mean Value Theorem, MVT Taylor Maclauren,Improper Integrals, Indeterminants, Differntiation under Integral Sign, Jacobians, Length of Arc, Areas, Volumes, Surfaces ,Partial Differntiation ,PD Eulers, Total Differntiation, Definite Integral as Sum, Beta Gamma 1,Beta Gamma 2,Asymptote,Multiple Integrals, Rieman Integrals, Sequences, Series, Uniform Convergence, Several Variable Functions 03 Analytic Geometry ,Directional Cosines, Planes, Straight Lines ,Shortest Distance, Sphere ,Cylinder, Cones. Conicoids 04 ODE,First Order Linear, Orthogonal Trajectory Degree, Calaurit Singular Solns ,Constant Coeff Cauchy Euler, Variation Parameter Normal Form 05 Statics Dynamics ,Work Energy Rectilinear ,SHM , Projectile ,Central Orbits ,Catenary Problems ,Stable UNstable Equilibrium ,Virtual Work 06 Vector Analysis ,Gradient Divergence ,Green Gauss Divergence ,Differential Geometry 07 Algebra Group, SubGroups, Orders, Cosets Lagrange, Cyclic Group, Normal Subgroup, Cosets, Homomorphism, Rings ,Ideal Ring Homo, Embedding Max prime Ideals ,ED PID 08 Complex Analysis ,Analytic Function, Complex Inegration ,Taylor Laurent Series, Poles Residue, Counter Integration , Rouches Theorem, Singularity, Power Series 09 PDE ,Formation Linear, Orthogonal Charpit Multivariable, Claurit Complete Integrals Charpit, Homogeneous NonHomogeneous ,Boundary Problems 10 Numerical Analysis ,Algebraic Eqns, Interpolation, Integration ,ODE 11 Mechanics Lagrange Hamiltonian Fluid Dynamics Lagrange Velocity Acceleration , Boundary Problems, Continuity Eqns ,Euler Bernauli Problems ,Velocity POtential, Source Sink,Vortex motion, Misc Problems C.S.J.Rao and his SuccessClap Team teach Higher Mathematics for UPSC Civil Service Mathematics , CSIR, UGC NET and other M.Sc Entrance Examination with more than 5 years of expereience.


UPSC IAS Civil Service MATHEMATICS Optional Paper : Test Series for Practice 2020 with Solutions

UPSC IAS Civil Service MATHEMATICS Optional Paper : Test Series for Practice 2020 with Solutions

Author: SuccessClap

Publisher: SuccessClap

Published:

Total Pages:

ISBN-13:

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SuccessClap provides Full length Tests for UPSC Mathematics Optional paper. It contains 8 Full Length Tests with Solutions. This book is a useful to practice for IAS Mathematics exam. UPSC MATHEMATICS Optional will definitely make you Topper. But you need to PRACTICE, PRACTICE and more PRACTICE. This book will provide you more PRACTICE.


Question Bank for UPSC Civil Service Mathematics Optional Paper

Question Bank for UPSC Civil Service Mathematics Optional Paper

Author: SuccessClap

Publisher: SuccessClap

Published: 2020-04-12

Total Pages: 602

ISBN-13:

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Description: The eBook contains topic wise questions for UPSC Mathematics Optional paper. All Topics are covered This book is a complete guide to Practice different type of problems from each topic. This book will save TIME in collecting books from different source , study material from different institutes, pdfs, internet information etc. All questions are available at one place. This book will be useful for Last minute preparation to cover all topics ,check preparation and fill the voids to complete it. UPSC MATHEMATICS Optional will definitely make you Topper. But you need to PRACTICE, PRACTICE and more PRACTICE. This book will provide you more PRACTICE. The topics covered are : 01 Matrix Linear Algebra,Problems on Matrices ,Rank Normal Form, Matrix Inverse,Linear Eqns, Diagonalisation Problems, Cayley Hamilton Problems, Quadratic Problems, Vector Spaces, Linear Dependence ,Basis Problems, Eigen Values, Linear Transformation, Problem Set 02 Calculus and Real Analysis ,Limts, Continuity, Differentiabi, Max Min Single Variabl, Max Min Two Variable, Max Min Multi Vraiable, Lagrange Multiplier, Mean Value Theorem, MVT Taylor Maclauren,Improper Integrals, Indeterminants, Differntiation under Integral Sign, Jacobians, Length of Arc, Areas, Volumes, Surfaces ,Partial Differntiation ,PD Eulers, Total Differntiation, Definite Integral as Sum, Beta Gamma 1,Beta Gamma 2,Asymptote,Multiple Integrals, Rieman Integrals, Sequences, Series, Uniform Convergence, Several Variable Functions 03 Analytic Geometry ,Directional Cosines, Planes, Straight Lines ,Shortest Distance, Sphere ,Cylinder, Cones. Conicoids 04 ODE,First Order Linear, Orthogonal Trajectory Degree, Calaurit Singular Solns ,Constant Coeff Cauchy Euler, Variation Parameter Normal Form 05 Statics Dynamics ,Work Energy Rectilinear ,SHM , Projectile ,Central Orbits ,Catenary Problems ,Stable UNstable Equilibrium ,Virtual Work 06 Vector Analysis ,Gradient Divergence ,Green Gauss Divergence ,Differential Geometry 07 Algebra Group, SubGroups, Orders, Cosets Lagrange, Cyclic Group, Normal Subgroup, Cosets, Homomorphism, Rings ,Ideal Ring Homo, Embedding Max prime Ideals ,ED PID 08 Complex Analysis ,Analytic Function, Complex Inegration ,Taylor Laurent Series, Poles Residue, Counter Integration , Rouches Theorem, Singularity, Power Series 09 PDE ,Formation Linear, Orthogonal Charpit Multivariable, Claurit Complete Integrals Charpit, Homogeneous NonHomogeneous ,Boundary Problems 10 Numerical Analysis ,Algebraic Eqns, Interpolation, Integration ,ODE 11 Mechanics Lagrange Hamiltonian Fluid Dynamics Lagrange Velocity Acceleration , Boundary Problems, Continuity Eqns ,Euler Bernauli Problems ,Velocity POtential, Source Sink,Vortex motion, Misc Problems


Important Topics: UPSC Prelims and Mains Exam 2020 Study Material

Important Topics: UPSC Prelims and Mains Exam 2020 Study Material

Author: R P Meena

Publisher: New Era Publication

Published:

Total Pages:

ISBN-13:

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Important Topics: UPSC Prelims and Mains Exam 2020 Study Material Topics: UPSC Civil Services Examination 2020 Important Topics for UPSC IAS Prelims and Mains Exam 2020 Covered: we provide all the trending topics of current affairs and the static topics related to that; Topics Covered:- 1. Geography of India and world 2. History of India (Ancient/Medieval/Modern) 3. Art, Culture and Architecture of India 4. Indian Polity and Constitution 5. International Relations 6. Indian Economy 7. Environment/Biodiversity 8. General Science/Technology 9. Current Affairs/General Awareness (The Hindu/Indian Express/Yojana/PIB etc.) 10. DEFENCE 11. DISASTER MANAGEMENT 12. ECOLOGY AND ENVIRONMENT 13. ETHICS 14. GOVERNANCE 15. HEALTH ISSUES 16. INDIA & WORLD 17. INFRASTRUCTURE 18. INTERNAL SECURITY 19. INTERNATIONAL ORGANISATION 20. PUBLIC HEALTH SCHEME 21. SCIENCE & TECHNOLOGY 22. SECURITY 23. SOCIAL ISSUES 24. SOCIETY 25. WORLD AFFAIRS 26. MISCELLANEOUS


Quadratic and Hermitian Forms

Quadratic and Hermitian Forms

Author: McMaster University

Publisher: American Mathematical Soc.

Published: 1984

Total Pages: 362

ISBN-13: 9780821860083

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Contains the proceedings of the 1983 Seminar on Quadratic and Hermitian Forms held at McMaster University, July 1983. Between 1945 and 1965, most of the work in quadratic (and hermitian) forms took place in arithmetic theory (M Eichler, M Kneser, O T O'Meara).