Technical mathematics / John W. Milsom.

By: Milsom, John WPublisher: Boston : Holbrook Press, [1975]Description: ix, 465 p. : ill. ; 25 cmISBN: 0205045863Subject(s): MathematicsDDC classification: 510,MIL
Contents:
The Real Numbers and The Number Line (Page-1), Element of Geometry (Page-21), Operation on Signed Numbers (Page-55), Polynomials and Factors (Page-67), Fractions (Page-85), Exponents and Radicals (Page-106), Relations, Functions and Graphs (Page-126), Linear Equations (Page-149), Simultaneous Linear Equations (Page-168), Ratio, Proportion and Variation (Page-185), Right Triangle Trigonometry (Page-195), Vectors (Page-212), Complex Number System (Page-219), Quadratic Equations (Page-235), Exponents and Logarithms (Page-253), Introduction to Trigonometry (Page-276), Trigonometry Identities (Page-298), Inverse Trigonometric Functions (Page-320), Solution of Oblique Triangles (Page-329), Sequences, Series and Progressions (Page-341), Permutations and Combination (Page-356), Inequalities (Page-370), Matrices and Determinants (Page-381), Number System (Page-397).
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Item type Current location Home library Shelving location Call number URL Status Notes Date due Barcode Item holds
Book Bank Book Bank Military College of Signals (MCS)
Military College of Signals (MCS)
General Stacks 510,MIL (Browse shelf) Link to resource Available Almirah No.110, Shelf No.1 MCS7131
Total holds: 0

The Real Numbers and The Number Line (Page-1), Element of Geometry (Page-21), Operation on Signed Numbers (Page-55), Polynomials and Factors (Page-67), Fractions (Page-85), Exponents and Radicals (Page-106), Relations, Functions and Graphs (Page-126), Linear Equations (Page-149), Simultaneous Linear Equations (Page-168), Ratio, Proportion and Variation (Page-185), Right Triangle Trigonometry (Page-195), Vectors (Page-212), Complex Number System (Page-219), Quadratic Equations (Page-235), Exponents and Logarithms (Page-253), Introduction to Trigonometry (Page-276), Trigonometry Identities (Page-298), Inverse Trigonometric Functions (Page-320), Solution of Oblique Triangles (Page-329), Sequences, Series and Progressions (Page-341), Permutations and Combination (Page-356), Inequalities (Page-370), Matrices and Determinants (Page-381), Number System (Page-397).

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