Harryramsay2000
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Mathematics Term One
A guide to triginometric identities, finding the perimeter of regular convex polygons circumscribed by a circle, trigonometric relationships: the sine and cosine rule, surface area of a cone, surface area of a sphere, powers and logarithms, complex numbers and complex algebra and matrices and matrix algebra.
- Lecture notes
- • 41 pages •
A guide to triginometric identities, finding the perimeter of regular convex polygons circumscribed by a circle, trigonometric relationships: the sine and cosine rule, surface area of a cone, surface area of a sphere, powers and logarithms, complex numbers and complex algebra and matrices and matrix algebra.
Complete Mathematics Notes
A complete guide to introductory mathematics. Includes both my other documents, Term One and Term Two. Topics include trigonometry, 2D/3D Geometry, powers and logarithms, complex numbers, complex algebra, matrix algebra, calculus, integration, differentiation, Riemann sums, numerical integration, Taylor Series and differential equations.
- Lecture notes
- • 88 pages •
A complete guide to introductory mathematics. Includes both my other documents, Term One and Term Two. Topics include trigonometry, 2D/3D Geometry, powers and logarithms, complex numbers, complex algebra, matrix algebra, calculus, integration, differentiation, Riemann sums, numerical integration, Taylor Series and differential equations.
Mathematics Term Two
Notes on Calculus including the derivative, chain rule, integration, Riemann Sums, Riemann Integral, Integration by Substitution, Integration by Parts, Numerical Integration, Change of Limits, Volume of an Axisymmetric Solis, Differential Equations and Taylor Series Expansion. Includes high quality examples and graphical illustrations.
- Lecture notes
- • 42 pages •
Notes on Calculus including the derivative, chain rule, integration, Riemann Sums, Riemann Integral, Integration by Substitution, Integration by Parts, Numerical Integration, Change of Limits, Volume of an Axisymmetric Solis, Differential Equations and Taylor Series Expansion. Includes high quality examples and graphical illustrations.