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  MATHEMATICS FOR DEGREE STUDENTS BSc IST YR
 

Mathematics For Degree Students Bsc Ist Yr

by P.K. Mittal

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  Description: As per the UGC Model Curriculum *Algebra and Trignometry *Differential & Integral Calculus *Ordinary Differential Equations *Vector Analysis and Geometry
Contents: Algebra >Functions and Relations >Congruence of Integers >Some Special Types of Matrices >Elementary Operations and Inverse of a Matrix >Linear Dependance of Vectors >Rank of a Matrix >Linear Equations >Characteristic Roots of Vectors >theory of Equations >Group >Permutations >Homomorphism and Isomorphism >Normal Sub-Groups Rings and Subrings >Integral Domain and Field Trignometry >De Moivre`s Theorm and Deductions >Hyperbolic Functions >Inverse Hyperbolic Functions >Logarithms of Complex Quantities Differential Calculus >Limits and Continuity >Differentiability >Successive Differentiation >Expansion of Functions >Asymptotoes >Curvature >Concavity,Convexity and Singulr Forms >Curve Tracing Integral Calculus >Integration of Irrational Algebric Functions >Integration of Transcendental Functions >Reduction Integrals >Area of Curves(Quandrature) >Lengths of Curves(Rectification) >Volume and Surface of solid and Revolution Ordinary Differential Equations >Differential Equations: Intro >Differential Equations of the First Order and Degree >Differential Equations of First Order and not of First Degree >Geometrical Interpretation and Orthogonal Trajections >Linear Differential Eqs >Homogenous Linear Differential Eqs >Linear Differential eqs of Second Order with Variable Coefficients >Simultaneous Ordinary Differential Equations Vector Analysis >Multiple Products >Differential Of Vectors >Differential Operations >Integration of Vectors >Gaus`s Green`s and Stoke`s Theorem Geometry >General Equation of Second Degree >System of Conics >Polar Equations Three Dimensional >Systems of Coordinates >The Plane >The Straight Line >The Sphere >Cones, Cylinders >coincides >Plane Section of Conicoids Generating Lines >General Equations >Confocal Concoids ISBN 8121932408
 


Pages : 1043
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