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Maths Study guides, Class notes & Summaries
Looking for the best study guides, study notes and summaries about Maths? On this page you'll find 17 study documents about Maths.
Note that the site shows pages because it is contained in a zip folder.Second year tutorial solutions for engineering mathematics algebra.(ridley solutions)
Includes solutions for the following sections
Complex numbers
Linear algebra
Convergence of series 
Eigenvalues and vectors
MATH2011 Algebra ridley tutorial solutions (second year engineering)
Last document update:
ago
Note that the site shows pages because it is contained in a zip folder.Second year tutorial solutions for engineering mathematics algebra.(ridley solutions)
Includes solutions for the following sections
Complex numbers
Linear algebra
Convergence of series 
Eigenvalues and vectors
Wits MATH3004 (Complex Analysis) Lecture notes with hints and explanations. All 'theory' (definitions, theorems, proofs etc) included. Notes were made by 2017 BSc Student who obtained a certificate of first class (above 75%) for the course. Note: Examples not included.
Wits MATH3004 (Complex Analysis) Lecture notes with hints and explanations. All 'theory' (definitions, theorems, proofs etc) included. Notes were made by 2017 BSc Student who obtained a certificate of first class (above 75%) for the course. Note: Examples not included.
Note that the site shows pages because it is contained in a zip folder.Second year notes for engineering mathematics algebra.
Includes lecture notes and examples for the following sections
Complex numbers
Linear algebra
Convergence of series 
Eigenvalues and vectors
MATH2011 Algebra notes (second year engineering)
Last document update:
ago
Note that the site shows pages because it is contained in a zip folder.Second year notes for engineering mathematics algebra.
Includes lecture notes and examples for the following sections
Complex numbers
Linear algebra
Convergence of series 
Eigenvalues and vectors
This chapter includes notes on Orthonormality, Unitary and Hermitian Matrices, Quadratic Forms and Fourier Series. Each section has multiple worked examples. Notes were taken on an iPad.
This chapter includes notes on Orthonormality, Unitary and Hermitian Matrices, Quadratic Forms and Fourier Series. Each section has multiple worked examples. Notes were taken on an iPad.
This chapter includes notes on Vector Differentiation, Curvature, Torsion and Trajectories. Each section includes multiple worked examples. Notes were taken on an iPad
This chapter includes notes on Vector Differentiation, Curvature, Torsion and Trajectories. Each section includes multiple worked examples. Notes were taken on an iPad
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This chapter includes notes on Line Integration, Path Integral in Vector Fields, Double and Repeated Integrals, Volume between Two Surfaces and Green's Theorem. Each section includes multiple worked examples. Notes were taken on an iPad
This chapter includes notes on Line Integration, Path Integral in Vector Fields, Double and Repeated Integrals, Volume between Two Surfaces and Green's Theorem. Each section includes multiple worked examples. Notes were taken on an iPad
This chapter includes notes on the basics of Linear Algebra, Matrices, Eigen Vectors & Eigen Values, Diagonalisation and the Characteristic Polynomial.
This chapter includes notes on the basics of Linear Algebra, Matrices, Eigen Vectors & Eigen Values, Diagonalisation and the Characteristic Polynomial.
the document has term 2 contents mostly the difficult sections such as trigonometry,cubic graphs,euclidian geometry,etc. exercises are provided for further understanding.
Grade 12 term 2 maths resource pack
Last document update:
ago
the document has term 2 contents mostly the difficult sections such as trigonometry,cubic graphs,euclidian geometry,etc. exercises are provided for further understanding.
This chapter includes notes on Fourier Transforms and solving Boundary Values Problems using Fourier Transforms. Each section includes multiple worked examples. Notes were taken on an iPad
This chapter includes notes on Fourier Transforms and solving Boundary Values Problems using Fourier Transforms. Each section includes multiple worked examples. Notes were taken on an iPad
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