Modern intermediate algebra / Samuel M. Selby, William H. Beyer.

By: Selby, Samuel MContributor(s): Beyer, William HSeries: The Intext series in basic mathematicsPublisher: Scranton, Intext Educational Publishers [1971]Description: xvii, 445 p.: 25 cmISBN: 0700223525Subject(s): AlgebraDDC classification: 512.1,SEL
Contents:
Introduction (Page-1), Algebra as a Language and a tool (Page-17), Type Products and Factoring (Page-39), Fractions (Page-51), Linear Equations in one Unknown (Page-73), Functions, Relations and Their Graphs (Page-107), Simultaneous Linear Equations (Page-130), Matrix Algebra Determinants and Systems of Equations (Page-148), Exponents and Radicals (Page-183), The Number System (Page-210), Quadratic Equations (Page-222), Special Equations in one Unknown (Page-247), Simultaneous Equations (Page-266), Absolute Values and Inequalities (Page-282), Ratios, Proportions, and Variations (Page-313), Progressions (Page-326), Introduction to Logic (Page-347), Mathematical Induction the Binomial Theorem (Page-356), Logarithmic and Exponential Functions (Page-374).
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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 512.1,SEL (Browse shelf) Link to resource Available Almirah No.11, Shelf No.1 MCS7675
Total holds: 0

Introduction (Page-1), Algebra as a Language and a tool (Page-17), Type Products and Factoring (Page-39), Fractions (Page-51), Linear Equations in one Unknown (Page-73), Functions, Relations and Their Graphs (Page-107), Simultaneous Linear Equations (Page-130), Matrix Algebra Determinants and Systems of Equations (Page-148), Exponents and Radicals (Page-183), The Number System (Page-210), Quadratic Equations (Page-222), Special Equations in one Unknown (Page-247), Simultaneous Equations (Page-266), Absolute Values and Inequalities (Page-282), Ratios, Proportions, and Variations (Page-313), Progressions (Page-326), Introduction to Logic (Page-347), Mathematical Induction the Binomial Theorem (Page-356), Logarithmic and Exponential Functions (Page-374).

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