Elaboration (12) ACLCLU026
exploring how Classical Greek is used to coin terms for new technology and new discoveries in science and medicine in the modern world, such as gigabyte, nanotechnology, antioxidant, polymer, genotype, triglyceride
Elaboration (12) | ACLCLU026 | Content Descriptions | Years 9 and 10 | Years 7–10 (Year 7 Entry) Sequence | Classical Greek | Framework for Classical Languages | Languages | F-10 curriculum
Elaboration (12) ACLCLE035
translating Latin into idiomatic English, for example, by translating ego et tu as ‘you and I’
Elaboration (12) | ACLCLE035 | Content Descriptions | Years 7 and 8 | Years 7–10 (Year 7 Entry) Sequence | Latin | Framework for Classical Languages | Languages | F-10 curriculum
Elaboration (12) ACLCLU038
identifying first/second and third declension adjectives, for example, laeta/laetus; tristis
Elaboration (12) | ACLCLU038 | Content Descriptions | Years 7 and 8 | Years 7–10 (Year 7 Entry) Sequence | Latin | Framework for Classical Languages | Languages | F-10 curriculum
Elaboration (12) ACLCLE046
justifying interpretations of texts, using examples or quotations from or references to the text, such as line numbers or a paraphrase of a longer section of text
Elaboration (12) | ACLCLE046 | Content Descriptions | Years 9 and 10 | Years 7–10 (Year 7 Entry) Sequence | Latin | Framework for Classical Languages | Languages | F-10 curriculum
Elaboration (12) ACLCLE050
improving own translations to increase accuracy and better reflect register, tone and characterisation
Elaboration (12) | ACLCLE050 | Content Descriptions | Years 9 and 10 | Years 7–10 (Year 7 Entry) Sequence | Latin | Framework for Classical Languages | Languages | F-10 curriculum
Elaboration (12) ACLCLU053
recognising impersonal expressions, for example, mihi difficile est dormire
Elaboration (12) | ACLCLU053 | Content Descriptions | Years 9 and 10 | Years 7–10 (Year 7 Entry) Sequence | Latin | Framework for Classical Languages | Languages | F-10 curriculum
Elaboration (12) ACLCLU056
investigating the enduring nature and use of Latin in academic and religious ceremonies, for example, summa cum laude, honoris causa, gaudeamus igitur or pater noster
Elaboration (12) | ACLCLU056 | Content Descriptions | Years 9 and 10 | Years 7–10 (Year 7 Entry) Sequence | Latin | Framework for Classical Languages | Languages | F-10 curriculum
References & Appendices
Australian Curriculum and Assessment Reporting Authority (ACARA) F–10 Curriculum. www.australiancurriculum.edu.au/mathematics/curriculum/f-10 (viewed November 2014) www.australiancurriculum.edu.au/science/curriculum/f-10 (viewed November 2014)www.australiancurriculum.edu.au/technologies/design-and-technologies/curriculum/f-10 (viewed …
References & Appendices | STEM Report | STEM | Resources
Elaboration (5) ACLASFC091
introducing self and family and explaining relationships using possessive pronouns, for example: POSS1 NAME X, PRO1 12-YEARS-OLD My name is X, and I’m 12 years old. PRO3 POSS1 BROTHER He’s my brother.
Elaboration (5) | ACLASFC091 | Content Descriptions | Years 7 and 8 | Years 7–10 (Year 7 Entry) Sequence | First Language Learner Pathway | Auslan | Languages | F-10 curriculum
School Projects: An Overview
School projects fell into one of two categories: pre-existing, well-tried projects with a defined outcome original projects, designed to appeal to the interests of students or to respond to a particular school or local context. Pre-existing projects …
School Projects: An Overview | STEM Report | STEM | Resources
Elaboration (3) ACLVIC019
participating in virtual scenarios related to travelling to Vietnam, such as booking, changing or confirming a flight, booking tours or accommodation, or exchanging currency, for example, Mỗi tuần có mấy chuyến bay đi Việt Nam? Tôi muốn đặt vé đi Việt …
Elaboration (3) | ACLVIC019 | Content Descriptions | Years 9 and 10 | Years 7–10 (Year 7 Entry) Sequence | Vietnamese | Languages | F-10 curriculum
Multiplicative strategies description
This sub-element describes how a student becomes increasingly able to use multiplicative strategies in computation. The coordination of units multiplicatively involves using the values of one unit applied to each of the units of the other, the multiplier. …
Multiplicative strategies | Number sense and algebra | National Numeracy Learning Progression | National Literacy and Numeracy Learning Progressions | Resources
Understanding money description
The descriptive term decimal applied to money refers to the basic conversion units being multiples of ten. However, money is not a true decimal system. Amounts such as $2.99 are spoken as two whole numbers (2 dollars 99) and, due to the withdrawal of …
Understanding money | Number sense and algebra | National Numeracy Learning Progression | National Literacy and Numeracy Learning Progressions | Resources
Comparing units (ratios, rates and proportion) description
This sub-element addresses comparing units in ratios, rates and proportions. A ratio describes a situation in comparative terms, and a proportion is taken to mean when this comparison is used to describe a related situation in the same comparative terms. …
Comparing units (ratios, rates and proportion) | Number sense and algebra | National Numeracy Learning Progression | National Literacy and Numeracy Learning Progressions | Resources
Simonds Catholic College (Years 9 and 10)
In the STEM Connections project, Simonds Catholic College focused on improvement of the school environment. Students were asked to design and build a vertical garden. The design brief ensured that Science, Technologies and Mathematics were all well-represented …
Simonds Catholic College (Years 9 and 10) | Illustrations of practice | STEM | Resources
Hale School
The Hale School took an initiative to assist students to develop strategies to ingrain ways of thinking mathematically into their learning. They took on a focus of problem-based learning and realised, with the implementation of the Australian Curriculum: …
Hale School | Illustrations of practice | Mathematics proficiencies | Resources
ACMMM017
recognise features of the graphs of \(y=x^3\), \(y=a{(x-b)}^3+c\) and \(y=k(x-a)(x-b)(x-c)\), including shape, intercepts and behaviour as \(x\rightarrow\infty\) and \(x\rightarrow-\infty\)
ACMMM017 | Content Descriptions | Unit 1 | Mathematical Methods | Mathematics | Senior secondary curriculum
ACMMM106
apply the product, quotient and chain rule to differentiate functions such as \(xe^x\), \(\tan x,\), \(\frac1{x^n}\), \(x\sin x,\text{ }e^{-x}\sin x\) and \(f(ax+b)\)
ACMMM106 | Content Descriptions | Unit 3 | Mathematical Methods | Mathematics | Senior secondary curriculum
The Pilbara Education Region
The Pilbara Education Region is one of eight regions in the Western Australian Department of Education. The headquarters of this education region, the Pilbara Education Regional Office (PERO), is located in Karratha. The PERO staff are committed to the …
The Pilbara Education Region | Illustrations of practice | Primary curriculum | Resources
St Stephen's School, Duncraig
St Stephen’s School, Duncraig, is situated 15 kilometres north of Perth. At the time of filming, St Stephen’s Duncraig had 548 students, with the Early Years Learning Framework integrated into the pedagogy of the primary school. The general capabilities …
St Stephen's School, Duncraig | Illustrations of practice | Primary curriculum | Resources