A textbook of algebra materics and trigonometry / HD pande ,Nand Lal Singh Sharad Mehrotra,Ds pandey

By: Pande, HDPublisher: NEW DELHI Dominant publishers 2005Description: 510 pISBN: 817888299xSubject(s): Algebra, TrigonometryDDC classification: 512.5,PAN
Contents:
Unitt-1 , Algebra and Matrices (Page-1), Unit –ii, Relation, Mappings and Congruence Modulo (Page-1-21), Matrices(Page-22-132), Unit-ii, Algebra Equations (Page-133-211), Unit-iii, Concept of Groups and Subgroups (Page-212-245), Permutation Group and Cyclic Group (Page-246-280), Order of an Element Cay leys Theorem and Cosets (Page-281-304), Homomorphism and Isomorphism (Page-304-312), Normal Subgroups (Page-313-320), Quotient Groups(Page-321-341), Unit-iv, Ring, Integral Domains and Fields (Page-342- 366 ), Characteristic of Ring (Page-366-371), Part-ii, Unit,-v, Application of De Moirés Theorem (Page-342-413), Exponential, Circular , Hyperbolic and Logarithmic Functions of complex Quantities (Page-414-444), General Exponential , Inverse Circular and Hyperbolic Functions of Complex Quantities (Page-445-465), Unit-vi, Summation of Series (Page-466-507), Answer (Page-508-510).
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Item type Current location Home library Shelving location Call number URL Status Notes Date due Barcode Item holds
Book Book Military College of Signals (MCS)
Military College of Signals (MCS)
General Stacks 512.5,PAN (Browse shelf) Link to resource Available Almirah No.11, Shelf No.3 MCS32550
Total holds: 0

Unitt-1 , Algebra and Matrices (Page-1), Unit –ii, Relation, Mappings and Congruence Modulo (Page-1-21), Matrices(Page-22-132), Unit-ii, Algebra Equations (Page-133-211), Unit-iii, Concept of Groups and Subgroups (Page-212-245), Permutation Group and Cyclic Group (Page-246-280), Order of an Element Cay leys Theorem and Cosets (Page-281-304), Homomorphism and Isomorphism (Page-304-312), Normal Subgroups (Page-313-320), Quotient Groups(Page-321-341), Unit-iv, Ring, Integral Domains and Fields (Page-342- 366 ), Characteristic of Ring (Page-366-371), Part-ii, Unit,-v, Application of De Moirés Theorem (Page-342-413), Exponential, Circular , Hyperbolic and Logarithmic Functions of complex Quantities (Page-414-444), General Exponential , Inverse Circular and Hyperbolic Functions of Complex Quantities (Page-445-465), Unit-vi, Summation of Series (Page-466-507), Answer (Page-508-510).

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