NUST Institutions Library Catalogue

An introduction to modern mathematics / Elbridge P. Vance

By: Vance, Elbridge PPublisher: London Addison-Wesley 1968Description: 591 pSubject(s): MathematicsDDC classification: 510,VAN
Contents:
Set and numbers (Page-2), The Algebra of numbers as a logical system (Page-23), Extensions of the logic of Algebra (Page-37), Inequalities, Absolute Values, and Coordinate systems (Page-71), Function and their graphical representation (Page-93), The Circular functions (Page-106), Algebra of ordered pairs (Page-164), Linear and Quadratic functions (Page-188), Matrices and determinations (Page-246), Permutations, Combinations, and the binomial theorem (Page-278), Mathematical induction (Page-295), Functions, Limits, and continuity (Page-305), Derivatives (Page-325), Polynomial functions (Page-348), Some applications of differentiation (Page-367), Inverse Functions (Page-391), Exponential and Logarithmic functions (Page-405), Applications of the circular functions in solving triangles (Page-434), Further Applications of the circular functions (Page-451), Conic Sections (Page-471), Integration (Page-505).
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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 510,VAN (Browse shelf) Link to resource Available Almirah No.10, Shelf No.2 MCS7593
Total holds: 0

Set and numbers (Page-2), The Algebra of numbers as a logical system (Page-23), Extensions of the logic of Algebra (Page-37), Inequalities, Absolute Values, and Coordinate systems (Page-71), Function and their graphical representation (Page-93), The Circular functions (Page-106), Algebra of ordered pairs (Page-164), Linear and Quadratic functions (Page-188), Matrices and determinations (Page-246), Permutations, Combinations, and the binomial theorem (Page-278), Mathematical induction (Page-295), Functions, Limits, and continuity (Page-305), Derivatives (Page-325), Polynomial functions (Page-348), Some applications of differentiation (Page-367), Inverse Functions (Page-391), Exponential and Logarithmic functions (Page-405), Applications of the circular functions in solving triangles (Page-434), Further Applications of the circular functions (Page-451), Conic Sections (Page-471), Integration (Page-505).

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