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VCE Specialist Mathematics Units 1 and 2

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34 Lessons

Accreditation of VCE Specialist Mathematics Units 1 and 2

These units have been designed and published for complying Victorian Certificate of Education 1 January 2016 – 31 December 2018 and implementation of this course commences in January 2018.

VCE Specialist Mathematics Units 1 and 2 comprise a combination of prescribed and selected non-calculus based topics and provide courses of study for students interested in advanced study of mathematics, with a focus on mathematical structure and reasoning. They incorporate topics that, in conjunction with VCE Mathematical Methods Units 1 and 2, provide preparation for this subject and cover assumed knowledge and skills for those units.
vce specialist mathematics units 1 and 2

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Number Systems: Surds

Number Systems: Complex Numbers

Logic: Algebra

Logic: Valid and Invalid Arguments

Logic: Valid and Invalid Arguments

Logic: Sets and Digital Logic

Sequences and Series: Describing Sequences

Sequences and Series: Arithmetic Sequences (Free)

Sequences and Series: Arithmetic Series

Sequences and Series: Geometric Sequences

Sequences and Series: Geometric Series

Sequences and Series: Sum to Infinity

Geometry in the Plane: Similarity

Geometry in the Plane: Circle geometry

Trigonometry: Right-Angled Triangles

Trigonometry: Sine Rule

Trigonometry: Cosine Rule

Trigonometry: Arcs, Sectors and Segments

Sampling Distribution:

Coordinate Geometry: Line Segment

Coordinate Geometry: Parallel and Perpendicular Lines

Vectors: Definition of a Vector

Vecrors: Vectors in the Plane

Kinematics: Rates of Change

Kinematics: Velocity and Acceleration

Kinematics: Graphs

Circular Functions

Linear and Non-Linear Relationships: Graphs

Linear and Non-Linear Relationships: Polar Functions

Linear and Non-Linear Relationships: Parametric Equations

Transformations: Basic Rules

Transformations: Logarithmic Graphs

Transformations: Exponential Graphs

Transformations: Translations