University of Cape Town (UCT)

Detailed and understandable summary of curvature, torsion and equation of planes for vector functions. Packed with exam problems and colourful hints. Contains: - Background on how curvature and torsion equations are derived - All relevant formula's for unit vectors, curvature and torsion and when to apply each - Theory of oscillating circle - 2 Examples testing all unit vectors (T,NB), curvature and normal plane - 2 Examples of finding curvature

Detailed and understandable summary of the Intro to Multivariable Functions. Packed with exam problems and colourful hints. Contains: - Background on multivariable functions - Detailed methods on how to graph domain and functions - 1 Example to find points using a curve - 3 Examples on how to find the domain of a MV function - 4 Examples of graphing the domain of MV function - 3 Examples of graphing a MV function - 5 Examples on finding level curves and contour plots

All Definitions you need to know along with key ideas in the course

Hand Written, what you need to know to crush your tests and exams.. Complex Numbers; 3D Space; Vectors; Matrices; Differential Equations

Hand-Written, What you need to know to crush your tests and exams This summary contains: Fundamental Theorem of Calculus Everything Integrals: U-sub; by parts; trig-sub; trig identities; partial fractions Volumes: Disks/Shells, Permutations and Combinations

Summarized notes for the CSC1015F course at UCT. Notes are a summary of lectures, course material & textbook. I achieved a 90% for this course, with these notes. Detailed summary with examples, and explains everything you will need to know for any assignments/tests/exams.

Detailed and understandable summary of the derivatives and integrals of vector functions. Packed with exam problems and colourful hints. Contains: - Background on arc length and how the formula are derived - Detailed method sheets for calculating both arc length and how to reparametrise - 3 Examples of finding exact arc length and arc length function - 2 examples of arc length reparametrisation

1st year (2nd semester economics summarised) Summarises the textbook and has important information from lectures

Detailed and understandable summary of the derivatives and integrals of vector functions. Packed with exam problems and colourful hints. Contains: - Background on derivatives of vector functions - Basic derivatives of vector functions - Point of tangency and tangent vector examples - Unit tangent vectors - Tangent line examples - Integrals of vector functions - Initial Value problems and examples

This provides an approach to liver failure including pathophysiology, aetiology, understanding the signs and why they occur, investigations and much more.