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ACEEA138

identifying and explaining text structures and language features used in literary texts

ACEEA139

explaining the purposes of common text types

ACEEA140

understanding and explaining how information may be included in or excluded from texts to achieve a purpose

ACEEA164

identifying and explaining common cultural references, idiomatic language and simple colloquialisms

ACEEA191

identifying and explaining common metaphors, symbols and sociocultural references in texts.

ACEEA192

explaining the purposes and structures of different types of texts

ACEEA195

explaining how meaning changes with shifts in tone and register

using text structures and language features to communicate ideas and information in a range of mediums and digital technologies, for example, explaining workplace procedures, using navigation bars to create a web page, and developing a character’s back …

ACEEE032

explaining shifts in intonation and point of view, identifying the effect of language choices on an audience.

ACEEE043

analysing issues and ideas represented in a range of texts and explaining points of view and implications

ACEEE045

explaining how texts use language to appeal to the beliefs, attitudes and values of an audience

ACMGM060

use the coefficient of determination to assess the strength of a linear association in terms of the explained variation

ACMGM078

explain the meanings of the terms: graph, edge, vertex, loop, degree of a vertex, subgraph, simple graph, complete graph, bipartite graph, directed graph (digraph), arc, weighted graph, and network

ACMGM081

explain the meaning of the terms: planar graph, and face

ACMGM083

explain the meaning of the terms: walk, trail, path, closed walk, closed trail, cycle, connected graph, and bridge

ACMGM085

explain the meaning of the terms: Eulerian graph, Eulerian trail, semi-Eulerian graph, semi-Eulerian trail and the conditions for their existence, and use these concepts to investigate and solve practical problems; for example, the Königsberg Bridge problem, …

ACMGM086

explain the meaning of the terms: Hamiltonian graph and semi-Hamiltonian graph, and use these concepts to investigate and solve practical problems; for example, planning a sight-seeing tourist route around a city, the travelling-salesman problem (by trial-and-error …

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