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• VC2M7M03

  describe the relationship between π and the circumference, radius and diameter of a circle

  Elaborations

  • recognising the features of circles and their relationships to one another; for example, labelling the parts of a circle including centre, radius, diameter and circumference and using one of radius, diameter or circumference to determine the measure of the other 2; and understanding that the diameter of a circle is twice the radius, or that the radius is the circumference divided by 2π
  • comparing the circumference of circles in relation to their radius and diameter with materials and measuring, to establish measurement formulas; for example, using a compass to draw several circles, then using string to approximate the circumference, comparing the length of string to the diameter of the circle
  • investigating π as the constant in the proportional relationship between the circumference of a circle and its diameter, and historical approximations from different civilisations, including Egypt, Babylon, Greece, India and China
  • investigating the applications and significance of circles in everyday life of Aboriginal and Torres Strait Islander Peoples, such as in basketry, symbols and architecture, recognising the relationships between the centre, radius, diameter and circumference

  VC2M7M03 | Mathematics | Mathematics Version 2.0 | Level 7 | Measurement

• VC2M4M01

  use scaled and digital instruments to interpret unmarked and partial units to measure and compare lengths, masses, capacities, durations and temperatures, using appropriate units

  Elaborations

  • reading the mass of objects measured with digital and analog kitchen scales and explaining what unit of mass the lines on the analog scales refer to
  • deciding on which attribute, unit and measuring instrument to use to compare the length and mass of various things, such as the distance travelled by an object in a science investigation; and explaining the use of units such as grams or millimetres to give accurate measures when needed
  • using scaled instruments such as tape measures, measuring jugs, kitchen scales and thermometers to record measures using whole units (for example, 560 millimetres) or whole and part units (for example, 5.25 metres, 1.75 litres, 2.5 kilograms, 28.5° Celsius)
  • reading and interpreting the scale of an analog clock without marked minutes to estimate the time to the nearest minute and to determine the duration of time between events
  • using the timer or alarm function of a clock to alert when a specified duration has elapsed from a given starting time, for example, for the different activities of an exercise routine
  • making a scaled measuring instrument such as a tape measure, ruler, sand timer, sundial or measuring cup using scaled instruments and direct comparisons
  • exploring the different types of scaled instruments used by Aboriginal and/or Torres Strait Islander ranger groups and other groups to make decisions about caring for Country/Place, and modelling these in local contexts

  VC2M4M01 | Mathematics | Mathematics Version 2.0 | Level 4 | Measurement

• VC2M5M02

  solve practical problems involving the perimeter and area of regular and irregular shapes using appropriate metric units

  Elaborations

  • investigating problem situations involving perimeter, for example, ‘How many metres of fencing are required around a paddock, or around a festival event?’
  • using efficient ways to calculate the perimeters of rectangles, such as adding the length and width together and doubling the result
  • solving measurement problems such as ‘How much carpet would be needed to cover the entire floor of the classroom?’, using square metre templates to directly measure the floor space
  • creating a model of a permaculture garden, dividing the area up to provide the most efficient use of space for gardens and walkways, labelling the measure of each area, and calculating the amount of resources needed, for example, compost to cover the vegetable garden
  • using a physical geoboard or a virtual geoboard app to recognise the relationship between area and perimeter and solve problems; for example, investigating what is the largest and what is the smallest area that has the same perimeter
  • exploring the designs of fishing nets and dwellings of Aboriginal and Torres Strait Islander Peoples, investigating the perimeter, area and purpose of the shapes within the designs

  VC2M5M02 | Mathematics | Mathematics Version 2.0 | Level 5 | Measurement

• VC2M2N06

  use mathematical modelling to solve practical problems involving additive and multiplicative situations, including money transactions; represent situations and choose calculation strategies; interpret and communicate solutions in terms of the context

  Elaborations

  • modelling practical problems by interpreting an everyday additive or multiplicative situation; for example, making a number of purchases at a store and deciding whether to use addition, subtraction, multiplication or division to solve the problem and justifying the choice of operation, such as ‘I used subtraction to solve this problem as I knew the total and one of the parts, so I needed to subtract to find the missing part’
  • modelling and solving simple money problems involving whole dollar amounts with addition, subtraction, multiplication or division, for example, ‘If each member of our class contributes $5, how much money will we have in total?’
  • modelling and solving practical problems such as deciding how many people should be in each team for a game or sports event, how many teams for a given game can be filled from a class, or how to share out some food or distribute money in whole dollar amounts, including deciding what to do if there is a remainder
  • modelling and solving the problem ‘How many days are there left in this year?’ by using a calendar
  • modelling problems involving equal grouping and sharing in Aboriginal and/or Torres Strait Islander children’s instructive games; for example, in Yangamini from the Tiwi Peoples of Bathurst Island, representing relationships with a number sentence and interpreting and communicating solutions in terms of the context

  VC2M2N06 | Mathematics | Mathematics Version 2.0 | Level 2 | Number

• VC2M3N02

  recognise, represent and order natural numbers using naming and writing conventions for numerals beyond 10 000

  Elaborations

  • moving materials from one place to another on a place value model to show renaming of numbers (for example, 1574 can be shown as one thousand, 5 hundreds, 7 tens and 4 ones, or as 15 hundreds, 7 tens and 4 ones)
  • using the repeating pattern of place value names and spaces within sets of 3 digits to name and write larger numbers: ones, tens, hundreds, ones of thousands, tens of thousands, hundreds of thousands, ones of millions, tens of millions; for example, writing four hundred and twenty-five thousand as 425 000
  • predicting and naming the number that is one more than 99, 109, 199, 1009, 1099, 1999, 10 009 … 99 999 and discussing what will change when one, one ten and one hundred is added to each
  • comparing the Hindu-Arabic numeral system to other numeral systems; for example, investigating the Japanese numeral system, 一、十、百、千、万
  • comparing, reading and writing the numbers involved in more than 60 000 years of Aboriginal and Torres Strait Islander Peoples’ presence on the Australian continent through timescales relating to pre-colonisation and post-colonisation

  VC2M3N02 | Mathematics | Mathematics Version 2.0 | Level 3 | Number

• VC2M7N10

  use mathematical modelling to solve practical problems involving rational numbers and percentages, including financial contexts such as ‘best buys’; formulate problems, choosing representations and efficient calculation strategies, designing algorithms and using digital tools as appropriate; interpret...

  Elaborations

  • modelling additive situations involving positive and negative quantities; for example, a lift travelling up and down floors in a high-rise apartment where the ground floor is interpreted as zero, or in geography when determining altitude above and below sea level
  • modelling contexts involving proportion, such as the proportion of students attending the school disco, proportion of the bottle cost to the recycling refund, proportion of the school site that is green space, 55% of Year 7 students attended the end of term function or 23% of the school population voted ‘yes’ to a change of school uniform; and interpreting and communicating answers in terms of the context of the situation
  • modelling financial problems involving profit and loss, credits and debits, gains and losses; for example, holding a fundraising sausage sizzle and determining whether the event made a percentage profit or loss
  • finding the sum of a set of consecutive numbers using a loop structure
  • constructing geometric patterns such as a honeycomb, using dynamic geometry functionality
  • using mathematical modelling to investigate the proportion of land mass/area of Aboriginal Peoples’ traditional grain belt compared with Australia’s current grain belt

  VC2M7N10 | Mathematics | Mathematics Version 2.0 | Level 7 | Number

• VC2M8P02

  determine all possible outcome combinations for 2 events, using two-way tables, tree diagrams and Venn diagrams, and use these to determine probabilities of specific events in practical situations

  Elaborations

  • describing events using language of ‘at least’, exclusive ‘or’ (A or B but not both), inclusive ‘or’ (A or B or both) and ‘and’
  • using the relation Pr(A and B) + Pr(A and not B) + Pr(not A and B) + Pr(not A and not B) = 1 to calculate probabilities, including the special case of mutually exclusive events where Pr(A and B) = 0
  • using Venn diagrams or two-way tables to demonstrate the difference between events that are mutually exclusive, such as whether a coin toss will land on a head or a tail, and those that are not mutually exclusive, such as people who have blonde hair and people who have blue eyes
  • exploring Aboriginal and/or Torres Strait Islander children’s instructive games, for example, Battendi from the Ngarrindjeri Peoples of Lake Murray and Lake Albert in southern Australia, applying possible combinations and relationships and calculating probabilities using two-way tables and Venn diagrams

  VC2M8P02 | Mathematics | Mathematics Version 2.0 | Level 8 | Probability

• VC2M3SP01

  make, compare and classify objects, identifying key features and explaining why these features make them suited to their uses

  Elaborations

  • classifying a collection of geometric objects, including cylinders, spheres, prisms and pyramids, according to key features such as the shape and number of faces and/or surfaces, edges and vertices
  • making and comparing objects built out of cubic blocks and discussing key features; for example, comparing the amount of space that objects occupy by counting how many blocks it takes to build different rectangular prisms that have the same height but different bases
  • making geometric objects in solid form out of connecting cubes and in skeleton form with straws, and constructing objects using dynamic geometry software, recognising, comparing and discussing the features of the objects using the different representations
  • using familiar shapes and objects to build or construct models and compare the suitability of different shapes and objects for aspects of the model; for example, building rectangular towers out of connecting cubes and recognising that the taller the tower, the less stable it becomes unless the base is increased; or building bridges out of straws bent into different shapes and comparing the strength of different designs
  • identifying, classifying and comparing common objects found on Country/Place as cubes, rectangular prisms, cylinders, cones and spheres
  • investigating and explaining how Aboriginal and/or Torres Strait Islander Peoples’ dwellings are oriented in the environment to accommodate climatic conditions

  VC2M3SP01 | Mathematics | Mathematics Version 2.0 | Level 3 | Space

• VC2M10SP02

  interpret networks and network diagrams used to represent relationships in practical situations and describe connectedness

  Elaborations

  • investigating how networks and network diagrams can be used to model authentic situations, recognising what real-world quantity is represented by the nodes (vertices), and what real-world quantity is represented by the links between them (edges)
  • investigating the use of graphs to represent a network, for example, investigating the Seven Bridges of Königsberg problem
  • investigating how polyhedrons may be represented as a network using edges, vertices, and interior and exterior faces; and representing the number of edges, vertices and faces in a table, exploring and demonstrating how Euler’s formula F + V = E + 2 applies
  • investigating how a social network, intranet, local area network (LAN), electrical wiring or wireless network of a home can be represented as a network diagram to specify relationships; for example, using network diagrams to investigate practical problems involving connections, power overload or the need for routers
  • investigating the use of networks to represent authentic situations, for example, rail or air travel between or within London, Paris and Hong Kong; a food web representing a simple ecosystem; metabolic networks and other chemical or biological structures
  • representing Aboriginal and Torres Strait Islander Peoples’ kinship systems using network diagrams and exploring the significance of relationships to Country/Place

  VC2M10SP02 | Mathematics | Mathematics Version 2.0 | Level 10 | Space

• VC2M6SP01

  compare the parallel cross-sections of objects and recognise their relationships to right prisms

  Elaborations

  • using objects made of foam or polystyrene, slicing along different cross-sections, and recording the different shapes of faces that result; and comparing cross-sections of different objects
  • using different pieces of fruit, slicing across different cross-sections, and drawing the cross-section; and reporting back to the class the results of the investigation
  • observing and drawing the shapes resulting from different ways of slicing through familiar objects; for example, slicing carrots at different angles or cutting through playdough models of objects; or using playdough models, fruit or similar to establish which objects can be cut in such a way that the cross-section will always be the same shape
  • understanding that right prisms are objects where parallel cross-sections perpendicular to the base of the prism are the same shape and size
  • connecting different right prisms to the shape of their parallel cross-sections, such as a triangular prism, which can be described as a stack of the same-sized triangles, and a cube or square prism, which can be described as a stack of the same-sized squares
  • investigating the design of Aboriginal and/or Torres Strait Islander Peoples’ dwellings, exploring the relationship between the cross-sections and the dwellings’ construction

  VC2M6SP01 | Mathematics | Mathematics Version 2.0 | Level 6 | Space

• VC2M3ST03

  conduct guided statistical investigations involving the collection, representation and interpretation of data for categorical and discrete numerical variables with respect to questions of interest

  Elaborations

  • creating a poster, flow chart or infographic that describes the process of statistical investigation, and the components, tools and types of data that can be collected, represented and interpreted for a purpose
  • collaboratively working through a whole-class investigation by choosing a question of interest, using an efficient collection method and recording collected data, and then interpreting the data in terms of the question
  • planning and carrying out investigations that involve collecting data; for example, narrowing the focus of a question such as ‘Which is the most popular breakfast cereal?’ to ‘Which is the most popular breakfast cereal among Year 3 students in our class?’
  • conducting a whole-class statistical investigation into the best day to hold an open day for parents by creating a simple survey, collecting the data by asking the parents, representing and interpreting the results, and deciding as a class which day would be best
  • investigating seasonal calendars of Aboriginal and/or Torres Strait Islander Peoples by collecting data and creating frequency tables and spreadsheets based on environmental indicators, and creating one-to-one data displays about frequency of environmental indicators for the current season

  VC2M3ST03 | Mathematics | Mathematics Version 2.0 | Level 3 | Statistics

• VC2M2ST01

  acquire data for categorical variables through surveys, observation, experiment and using digital tools; sort data into relevant categories and display data using lists and tables

  Elaborations

  • posing a question of interest about favourite things (for example, asking classmates ‘What are your favourite types of fruit/football teams/days of the week?’), recording responses using a table, and using counting strategies to determine the number of different responses and the most popular and least popular responses
  • investigating questions such as ‘How much rubbish is really rubbish?’ by gathering data about objects in categories (for example, ‘throw away’, ‘recycle’ and ‘re-use’), deciding whether the data answers the question
  • using familiar software to construct a survey to collect class data; sorting and interpreting responses; and considering the questions asked and whether they need to be modified to re-use the survey
  • observing events and using the observations to design a table or list to record data; for example, observing students arriving at school prior to deciding the appropriate data categories for investigating the different ways students get to school
  • exploring the ways Aboriginal and Torres Strait Islander Peoples observe, collect, sort and record data

  VC2M2ST01 | Mathematics | Mathematics Version 2.0 | Level 2 | Statistics

• VC2M1ST01

  acquire and record data for categorical variables in various ways including using digital tools, objects, images, drawings, lists, tally marks and symbols

  Elaborations

  • discussing methods of collecting data to answer a question such as ‘What types of rubbish are found in the playground?’, sharing ideas and trying out some of the suggested methods, reviewing the data collected and explaining how they might change the way they collect data next time
  • collecting and recording information on a topic of interest using lists (for example, ‘How many people follow a particular football team’ or ‘What colour eyes each person has’), examining the data to generate some questions that it could answer, and then rearranging the data or collecting different data to answer the question
  • creating a tally to record data while observing events such as the year level of students using the bike shed, deciding on the possible categories before the observations are taken, and then reviewing the data afterwards to notice whether the tally was effective
  • using star charts with stickers or emojis to represent class data; for example, using emojis on a personal feeling chart to represent how they are feeling each day or using emojis to represent activities on the class calendar
  • exploring ways of representing, sharing and communicating data through stories and symbols used by Aboriginal and Torres Strait Islander Peoples

  VC2M1ST01 | Mathematics | Mathematics Version 2.0 | Level 1 | Statistics

• VC2M1ST02

  represent collected data for a categorical variable using one-to-one displays and digital tools where appropriate; compare the data using frequencies and discuss the findings

  Elaborations

  • creating a pictograph with objects or drawings; discussing the possible categories for the pictograph, arranging the objects or drawings into the categories; and then reflecting on the chosen categories and deciding whether they were helpful
  • translating data from a list or pictorial display into a tally chart to make counting easier; describing what the tally chart is showing, by referring to the categories; using skip counting by fives to compare the numbers within each category; and explaining how the tally chart answers the question
  • recognising that when there is no data for a particular category you may choose whether or not to include it in your data display, and you may use a zero or blank for that category depending on the purpose of the data collection or presentation; for example, creating a birthday calendar for the class and discussing that there are no students born in May and therefore there are no names listed
  • representing data with objects and drawings where one object or drawing represents one data value, and describing the displays and explaining patterns that have been created using counting strategies to determine the frequency of responses
  • exploring Aboriginal and/or Torres Strait Islander children’s instructive games, for example, Kolap from Mer Island in the Torres Strait region, recording the outcomes, and representing and discussing the results

  VC2M1ST02 | Mathematics | Mathematics Version 2.0 | Level 1 | Statistics

• VCTRC090

  Convey information, obtained from personal, community and media sources relating to their own cultural, social and environmental contexts, using spoken, written and digital modes of communication

  Elaborations

  • creating a video, digital presentation, web post or print newsletter to report on a recent experience, such as a visit to a Turkish retirement village or to Turkish shops, markets or venues in their local community
  • using different modes of presentation such as displays or recorded commentaries to visual texts to profile events, characters or places related to Turkish culture, history or experience, such as Gelibolu ve Anzaklar, Atatürk, Göç
  • creating multimedia presentations to invite reflection on aspects of environmental or ecological concerns, for example, çevre kirliliği, geri dönüşüm, nesli tükenen hayvanlar
  • providing information on aspects of their own lives that may interest learners in other Turkish-speaking environments, for example, spor, okul kampları veya gezileri, konserler, festivaller, düğünler, tatil gezileri, supporting their commentaries with sound or visual elements
  • using modes of presentation such as photo montages, written journals or recorded interviews to inform members of their extended family overseas about their social and educational experience in Australia
  • presenting an aspect of Australian culture, for example, multicultural or traditional cuisine, daily life and routines in urban/rural settings, significant places or cultural practices associated with Aboriginal and Torres Strait Islander communities, highlighting elements that reflect the diversity of Australian experience

  VCTRC090 | Languages | Turkish | 7–10 Sequence | Levels 7 and 8 | Communicating | Informing

• VCTRC057

  Interpret and compare representations of values, characters and events in a range of traditional and contemporary imaginative texts

  Elaborations

  • comparing representations, values and social commentary represented in current TV programs or song lyrics with those conveyed in traditional short stories such as Kaşağı or Eskici, and novels such as Çalıkuşu or Hababam Sınıfı
  • discussing television series or songs, such as Türk dizileri, Türkçe pop, şarkılar ve türküler, identifying either shifts in social or cultural attitudes from those reflected in traditional texts, such as efsane, or evidence of continuing values across time
  • identifying concepts such as courage, loyalty or social justice portrayed in traditional texts through characters such as Köroğlu, Çakırcalı Efe, Karacaoğlan, discussing their relevance to today’s society
  • assuming the persona of a character from a favourite contemporary novel or film and then adapting it to an earlier time or context, noticing changes required to language forms and expression
  • comparing representations of traditions and beliefs across cultures through visual and performing arts, for example, by comparing several living traditions present in Australia, including those associated with cultural and artistic expression of Aboriginal and Torres Strait Islander Peoples

  VCTRC057 | Languages | Turkish | F–10 Sequence | Levels 7 and 8 | Communicating | Creating

• VCVIC022

  Convey information and opinions on a variety of selected topics using diverse modes of presentation to suit specific audiences and purposes, and applying conventions of text types

  Elaborations

  • expressing opinions on an event or performance, such as a cultural celebration (lễ Vu lan, tết Trung thu, hội chợ Tết) or a Vietnamese concert, using different forms to record own views, for example, a diary entry or a letter to the editor
  • constructing texts in multimodal and digital forms to present information for particular audiences, aligning language choice and text structure to purpose and topics, for example, announcing an event, promoting a product or service, explaining a recycling system, reporting on a favourite band or song, or creating a virtual tour to introduce the school to Year 7 parents and students
  • conveying information and different perspectives on topics of interest such as peer pressure, the impact of technology, or a health or sustainability issue
  • conveying information to a Vietnamese audience to describe aspects of Australian environment and culture such as famous scenery and landmarks, celebrations, cuisine, or Aboriginal and Torres Strait Islander peoples’ histories and cultures
  • developing a glossary of key vocabulary and expressions used in informative and persuasive texts, for example, đặc điểm, chất lượng cao, nội dung phong phú, hình thức trình bày, tiện lợi, giá rẻ không ngờ!, Hãy nhanh chân lên!, Bạn có phải là người năng động, thích thể thao/yêu thiên nhiên/say mê khoa học kỹ thuật không?

  VCVIC022 | Languages | Vietnamese | 7–10 Sequence | Levels 9 and 10 | Communicating | Informing

• VCVIU138

  Recognise that languages change over time and influence one another

  Elaborations

  • exploring the influence of English on informal language used in daily interactions by Vietnamese people in Australia, for example, đi ‘shop’, xem ‘TV’, nghe ‘radio’, dùng ‘internet’ and the use of terms such as ‘OK’, ‘hello’ and ‘shopping’
  • recognising that many Vietnamese words are derived from other languages, including French (ba lê/‘ballet’, cà phê/‘café’), English (internet, căn-tin/‘canteen’) and Chinese (phụ huynh, tổ quốc)
  • understanding that some languages are continuously evolving, others are endangered, and some are being revived, with particular reference to indigenous languages used throughout the world, including Aboriginal languages and Torres Strait Islander languages in Australia
  • reflecting on changes in language practices in modern Vietnamese, and making comparisons with traditional Vietnamese, for example, sử ký and lịch sử, thầy u and ba mẹ, sư phụ and thầy cô

  VCVIU138 | Languages | Vietnamese | F–10 Sequence | Levels 3 and 4 | Understanding | Language variation and change

• VCASFC062

  Translate and interpret unfamiliar texts in Auslan or English and compare their translation to those of their classmates, considering why there might be differences in interpretation and how language reflects elements of culture and experience

  Elaborations

  • identifying Auslan phrases and expressions encountered in unfamiliar texts that do not translate literally into English, comparing their interpretation with those of their classmates
  • considering possible consequences of lack of equivalence between Auslan and English words and phrases in terms of intercultural communication, providing examples from their own experience
  • analysing an Auslan version of a frozen text such as the Australian National Anthem, considering why some words or expressions require freer translation than others
  • developing in consultation with deaf Aboriginal and Torres Strait Islander students and elders an Acknowledgement of Country in Auslan that is appropriate to their school location for use in gatherings, events and school assemblies
  • paraphrasing and summarising short Auslan texts containing unfamiliar content, providing simple translations in written English
  • translating simple filmed texts in Auslan into transcribed written English captions
  • shadowing quality signed texts in Auslan as a pre-interpreting skill and as a means to enhance presenting skills and confidence as a subset of interpreting skills
  • comparing translations in Auslan, BSL and International Sign of stories such as ‘Little Red Riding Hood’ to Auslan versions of the same stories, discussing differences in vocabulary and approaches to translation on a free to literal continuum
  • comparing their own translations of short set texts in Auslan or English with those of their classmates, noting variations and discussing possible reasons for these
  • observing and interacting with deaf guests to the classroom who use different signed languages, such as ASL or a traditional signed language used by deaf Aboriginal and Torres Strait Islander people, identifying any differences between languages and acting as interpreter with support
  • evaluating different interpretations of selected texts, using translation resources such as Mac software, digital dictionaries and online materials, considering questions such as Does this represent the exact meaning? What other ways could this be interpreted or translated?
  • explaining the role of accredited Auslan–English interpreters and that of Deaf interpreters in the Deaf community, demonstrating through role-play correct protocols for working with interpreters
  • exploring metaphors used in Deaf art and discussing whether these translate well to the hearing world
  • role-playing basic sight translation techniques with simple, school-specific or everyday texts, using an autocue or text and signing the translation to camera
  • developing a written English glossary of terminology in relation to sign language translation and interpreting

  VCASFC062 | Languages | Auslan | First Language Learner | F–10 Sequence | Levels 7 and 8 | Communicating | Translating

• VCASFU053

  Explore the current status and profile of Auslan and of the Deaf community in contemporary Australian society, considering issues such as language transmission, usage and documentation

  Elaborations

  • discussing the diversity of Auslan users in the Australian community, including people who are deaf, those who are hard of hearing and hearing people such as CODAs and interpreters
  • investigating the signed languages used by deaf and hard of hearing members of Aboriginal and Torres Strait Islander communities
  • exploring variation in Auslan fluency among classmates and members of the Deaf community, considering the relevance of factors such as where and when individual users learnt to sign and whether they are from a Deaf or hearing family
  • mapping sign language use around the world using data from Ethnologue, for example by identifying and labelling countries with correct naming of the sign language used, such as France = LSF: Langue des Signes Française; Germany = DGS: Deutsche Gebärdensprache
  • finding representations of signing deaf people in the media or in literary texts, and evaluating how they and the language are represented
  • investigating the profile and distribution of members of the Deaf community, for example across states of Australia or by age or gender, using data from censuses and other sources to summarise and represent information in graph/visual forms, and to suggest possible explanations of patterns or statistics
  • understanding the role and function of Auslan–English interpreters and Deaf interpreters and the access and opportunities they provide to language users
  • recognising that many languages are well-documented, strong, healthy and widely used by many people across generations while others are less documented and robust
  • recognising that some languages have no written form and have historically been passed on face to face/orally, which means that they are less well recorded or documented
  • recognising language documentation as an important means of recording, maintaining, transmitting and revitalising a language
  • understanding the nature of transmission of Auslan, for example, that in most cases Auslan is not passed on from parent to child but from peers, or is learnt by children from adults outside the family, and that some deaf people learn Auslan later in early adulthood
  • describing how Auslan has been transmitted across generations and how it has been recorded, investigating reasons for the ‘oral’ tradition language transmission
  • using the UNESCO atlas to map the world’s minority languages and those that are in critical endangerment and to document the vitality of signed languages

  VCASFU053 | Languages | Auslan | First Language Learner | F–10 Sequence | Levels 5 and 6 | Understanding | Language awareness