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CSSE1001
Introduction to Computing
CSSE2010
Week 1
Lab 1 - Number Representations
Lecture 1 - Course Intro and Binary Numbers
Lecture 2 - Introduction to Logic Gates
Week 2
Lecture 1 - Binary Arithmetic
Week 5
Digital Logic to Processors
CSSE2010
Definitions
Argument
Bit
Coulomb's Law
Doping
Electric Field
Electric Potential
Equilibrium Solution
Euler's Method
Integral Test
Integrating Factor
IVP
Kirchhoff's Current Law
Kirchhoff's Voltage Law
Logic Gates
Magnitude
Newton's 2nd law of motion
Newton's Law of Cooling
ODE
Point Charges
Predicate
Pressure
Product Rule
Professional Engineering
Projection Formula
Semiconductor
Steady State
Sustainable Practices
Tangent Lines
Tautology
Torque
Vector
ELEC2300
Week 1
Lecture 1.1 - Columbs Law
Lecture 1.2 - Electric Fields
Lecture 1.3 - Electric Potential
Lecture 1.4 - Field and Potential
Lecture 1.5 - Gauss's Law
Lecture 1.6 - Conductors in Electrostatic Equilibrium
Lecture 2.1 - Electric Dipoles
Lecture 2.2 - Parallel-Plate Capacitors
Week 3
Tutorial 1
Week 5
Tutorial - Magnetic Field
Workshop 7 - Source of Magnetic Fields - Moving Charges
ELEC2300
ELEC2400
Week 1
Lecture 1 & 2 - Course Introduction
Week 2
Lecture 1 - PN Junctions and Diode Circuits
ELEC2400
ENGG1100
Seminar 2 - Power and Control Subsystem
Seminar 3 - Fluid Delivery Subsystem
Seminar 4 - Teamwork and Communication
Seminar 5 - Story Telling and Reflective Writing - Angela Bushell
Seminar 7 - Ethical Conduct and Integrity
Seminar 8 - Sustainability - Ted Simmonds - Senior Manager, Infrastructure and Facilities, Faculty of Science
Seminar 9 - Employability and Professional Practice
Seminar Homepage
ENGG1300
Introduction to Electrical Engineering
Mid-Semester Exam
MATH1050
Chapter 2 - Vectors
Chapter 2 cont. - Vectors
Chapter 3 - Applications of Vectors
Chapter 4 - Complex Numbers
Chapter 5 - Matrices
Chapter 6 - Equations of Lines and Planes
Chapter 7 - Functions
Chapter 8 - Differentiation
Chapter 9 - Integration
MATH1050 Homepage
Week 2 Workshop - Vectors
MATH1051
Chapter 0
Introduction to MATLAB
Chapter 1
Numbers
Chapter 2
Functions
Chapter 3
Sequences
Chapter 4
Limits
Chapter 5
Continuity
Chapter 6
Derivatives
Chapter 7
Series
Chapter 8
Power Series and Taylor Series
Chapter 9
Integration
Lecture Notes 2008
Chapter 1 - Complex Numbers
Chapter 2 - Vectors
Chapter 3 - Matrices and Linear Transformations
Revision
Revision Doc - Mid-Semester Exam
Welcome to MATH1051
MATH1052
Chapter 1
Help
Multivariate ODEs
New thing
Ordinary Differential Equations
MATH1052
MATH1061
Conditional Statements
Direct Proofs and Counterexamples
Divisibility
Logical Form and Logical Equivalence
MATH1061 Homepage
Modular Arithmetic
Quantified Statements
Valid and Invalid Arguments
MATH2400
Week 1
Lecture 1 - Course Info and Intro
Week 2
Lecture 1 - Limits and Continuity
Week 3
Lecture 1 - Monotone Convergence Theorem
Week 5
Continuity
Limits for Functions
MATH2400
Home
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MATH1050
Folder: MATH1050
11 items under this folder.
Mar 07, 2024
Chapter 2 - Vectors
lecture
MATH1050
Vectors
Mar 07, 2024
Chapter 2 cont. - Vectors
lecture
MATH1050
Vectors
Mar 07, 2024
Chapter 3 - Applications of Vectors
lecture
MATH1050
Vectors
Mar 07, 2024
Chapter 4 - Complex Numbers
lecture
MATH1050
ComplexNumbers
Mar 07, 2024
Chapter 5 - Matrices
lecture
MATH1050
Matrices
Mar 07, 2024
Chapter 6 - Equations of Lines and Planes
lecture
MATH1050
LinesPlanes
Mar 07, 2024
Chapter 7 - Functions
lecture
MATH1050
Functions
Mar 07, 2024
Chapter 8 - Differentiation
lecture
MATH1050
Calculus
Mar 07, 2024
Chapter 9 - Integration
lecture
MATH1050
Calculus
Mar 07, 2024
MATH1050 Homepage
lecture
MATH1050
Mar 07, 2024
Week 2 Workshop - Vectors
Matrices