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• VCASFU084

  Understand the perceptual and articulatory reasons for the structure of signs, and analyse how iconicity can be used to create metaphors in Auslan and critically evaluate video annotation software as a means of transcribing and analysing Auslan

  Elaborations

  • understanding that the elements of a sign can be arbitrary (for example, the handshape or movement of the sign WHY), or meaningful, such as the movement and the handshape in the sign GIVE
  • exploring perceptual and articulatory reasons why some handshapes are more common than others
  • beginning to identify and describe metaphorical iconicity, for example, LOVE, AVOID/RESIST, and discussing how it relates to metaphors in English, for example the ‘time as space’ metaphor in both languages
  • applying knowledge of iconicity in signed languages, for example how the path movement of a verb can be a metaphor for the timing of an action, for example, PRO1 WAIT-_{for-a-long-time} PRO2, observing that English can do the same with changes to the length of phonemes, for example, I screeeeeeaaaaaamed!
  • using annotation software such as ELAN as a tool to transcribe and analyse signed languages

  VCASFU084 | Languages | Auslan | First Language Learner | F–10 Sequence | Levels 9 and 10 | Understanding | Systems of language

• VCESU016

  Understand the dynamic nature of languages

  Elaborations

  • understanding that languages and cultures change continuously due to contact with one another and in response to new needs, ideas and developments in communications and technology
  • identifying influences from other languages and cultures in contemporary Spanish, for example, tuitear, globalización, MP3, chatear, bloguear, cliquear
  • observing changes to language that reflect changing lifestyles and cultural trends, for example, abbreviations in text messages such as k (que) and a2 (adiós)
  • recognising the influence of Spanish on English and other languages by identifying loan words such as ‘patio’, ‘tango’, ‘taco’, ‘chocolate’, ‘tomato’, ‘guacamole’ and ‘siesta’, noting how they are pronounced by English speakers and considering the types of words and expressions that are most frequently borrowed
  • collecting examples of Spanish word borrowings from other languages, for example, fútbol, shopping, básquetbol and canguro, chófer, pizza, chau
  • understanding that some indigenous languages in both Australia and Spanish-speaking countries are strong, while others are endangered or being revived or reclaimed

  VCESU016 | Languages | Spanish | 7–10 Sequence | Levels 7 and 8 | Understanding | Language variation and change

• VCHIU070

  Reflect on changes in their own use of Hindi over time in social, community and school contexts, explaining reasons for changes or adaptations

  Elaborations

  • reflecting on changes in their ways of communicating in Hindi, identifying terms, expressions or behaviours that have become part of their everyday language through the influence of technology, social media and intercultural experience
  • talking with older members of their families or communities about changes they have experienced in their use of Hindi and about their observations of how the language has changed over time
  • discussing how their use of language reflects different and changing relationships, for example, familiarity with friends, respect for elders and authority figures
  • finding examples of changes in language use within their own families and friendship groups which have come about through globalisation and the influence of other languages, for example, माँ, अम्मा, माताजी being replaced in some families by मम्मी
  • identifying how social media and technology have influenced their own ways of communicating, for example, by compiling a glossary of terms they use in emails or text messages, such as अब (ATM), फिर मिलेंगे CU, जाना होगा (G2G), हे हे (LOL), फिर बात करते हैं (TTL)

  VCHIU070 | Languages | Hindi | F–10 Sequence | Levels 7 and 8 | Understanding | Language variation and change

• VCHIU124

  Understand that languages and associated cultures shape and are shaped by each other and change over time and contexts in ways that are creative, dynamic and responsive to both internal and external influences

  Elaborations

  • reflecting on their own and each other’s use of Hindi, identifying influences from other languages and cultures such as terms used in everyday language as a result of the influence of social media, popular culture and technology
  • talking with older members of their families or communities about changes they have experienced in the use of Hindi across their lifetime, such as the increasing blending of English and Hindi in particular domains of language use such as entertainment, news and sports commentary and advertising
  • recognising that Hindi, like all languages, carries histories of contact with other languages and cultures, for example, by identifying and classifying words that originate in languages such as Persian सरकार; Arabic तलाक़; Turkish क़ुली; and Japanese रिक्शा
  • understanding that languages and cultures change continuously due to contact with each other and in response to new ideas, developments in technology, communication and design, considering why some types of words and expressions are most frequently borrowed, such as vocabulary associated with fashion, sport and technology
  • identifying ways in which social media and technology have brought about changes in communication in their own lives, for example, by compiling a glossary of terms routinely used in emails or text messages, such as अब (ATM), फिर मिलेंगे CU, जाना होगा (G2G), हे हे (LOL), फिर बात करते हैं (TTL)

  VCHIU124 | Languages | Hindi | 7–10 Sequence | Levels 9 and 10 | Understanding | Language variation and change

• VC2M9A01

  apply the exponent laws to numerical expressions with integer exponents and the zero exponent, and extend to variables

  Elaborations

  • representing decimals in exponential form; for example, 0.475 can be represented as 0.475=410+7100+51000=4×10-1+7×10-2+5×10-3 and 0.00023 as 23 × 10^-5
  • simplifying and evaluating numerical expressions, involving both positive and negative integer exponents, explaining why; for example, 5-3=153=(15)3=1125 and connecting terms of the sequence 125, 25, 5, 1, 15, 125, 1125… to terms of the sequence 53, 52,51, 50, 5-1, 5-2, 5-3...
  • relating the computation of numerical expressions involving exponents to the exponent laws and the definition of an exponent; for example, 23÷25=2-2=122=14 and (3×5)2=32×52=9×25=225
  • recognising exponents in algebraic expressions and applying the relevant exponent laws and conventions; for example, for any non-zero natural number a, a0=1, x1=x,  r2=r×r,  h3=h×h×h,  y4=y×y×y×y, and 1w×1w=1w2=w-2
  • relating simplification of expressions from first principles and counting to the use of exponent laws; for example,
    (a2)3=a×a×a×a×a×a=a×a×a×a×a×a=a6;
    b2×b3=b×b×b×b×b=b×b×b×b×b=b5; y4y2=y×y×y×yy×y=y21=y2 and (5a)2=5×a×5×a=5 ×5×a×a=25×a2=25a2 
  • applying the exponent laws to simplifying expressions involving products, quotients, and powers of constants and variables; for example, (2xy)3xy4=8x3y3xy4=8x2y-1
  • relating the prefixes for SI units from pico- (trillionth) to tera- (trillion) to the corresponding powers of 10; for example, one pico-gram = 10^-12 grams and one terabyte = 10¹² bytes

  VC2M9A01 | Mathematics | Mathematics Version 2.0 | Level 9 | Algebra

• VC2MFM01

  identify and compare attributes of objects and events, including length, capacity, mass and duration, use direct comparisons and communicate reasoning

  Elaborations

  • using language to describe the measurement attributes of length, mass, capacity and duration, and connecting the words with the appropriate attribute; for example, using words like ‘tall’, ‘short’, ‘wide’, ‘long’ and ‘high’ to describe the attribute of length
  • directly comparing pairs of objects to say which is longer/shorter, and explaining or demonstrating how they know; for example, standing back-to-back to determine who is taller or choosing to line up the bases of a spoon and fork to decide which is longer and explaining why
  • starting 2 events at the same time to decide which takes longer; for example, putting on a pair of sandals with buckles or Velcro, describing the duration using familiar terms and reasoning, ‘I took a longer time because I’m still learning to do up my buckles’
  • directly comparing pairs of everyday objects from the kitchen pantry to say which is heavier/lighter; for example, hefting a tin of baked beans and a packet of marshmallows or comparing the same pair of objects to say which is longer/shorter and discussing comparisons

  VC2MFM01 | Mathematics | Mathematics Version 2.0 | Foundation Level | Measurement

• VC2MFN03

  quantify and compare collections to at least 20 using counting and explain or demonstrate reasoning

  Elaborations

  • establishing the language and process of counting, and understanding that each object must be counted only once, that the arrangement of objects does not affect how many there are and that the last number counted answers the question of ‘How many?’; for example, saying numbers in sequence while playing and performing actions
  • using counting to compare the size of 2 or more collections of like items to justify which collection contains more or fewer items
  • using counting and one-to-one correspondence to quantify the number of items required for a purpose; for example, when asked to collect enough scissors for each member of their group to have a pair, counting each member and using the total count to know how many to collect
  • discussing how different cultures may have alternative ways of representing the count; for example, discussing how some people of the Asia region use an abacus or Chinese hand gestures
  • using body-tallying that involves body parts and one-to-one correspondence from counting systems of Aboriginal and/or Torres Strait Islander Peoples to count to 20

  VC2MFN03 | Mathematics | Mathematics Version 2.0 | Foundation Level | Number

• VC2M8M07

  use mathematical modelling to solve practical problems involving ratios and rates, including distance-time problems for travel at a constant speed and financial contexts; formulate problems; interpret and communicate solutions in terms of the situation, reviewing the appropriateness of the model

  Elaborations

  • modelling simple motion problems, finding one of distance travelled, time taken or average speed, given the other 2 quantities
  • modelling and solving problems related to situations such as scales on maps and plans, the mixing of chemicals or ingredients, or calculating magnification factors applying relevant ratios and proportions
  • modelling problems involving converting money amounts using different exchange rates and applying them when planning and budgeting for overseas travel
  • modelling situations involving financial contexts (for example, income tax, using taxation rates on annual income, comparing different taxation brackets and rates of pay) or comparing the benefits of different phone plans using different call rates and associated fees to determine the best plan
  • modelling situations involving the use of ratios in radiocarbon dating methods, including the ratio of carbon-14 to carbon-12 isotopes in organisms, to measure dates of Aboriginal and Torres Strait Islander Peoples’ habitation on the Australian continent
  • modelling situations involving ratio and its application in the making of string and cordage by Aboriginal and/or Torres Strait Islander Peoples, including the ratio of length to the mass of a rope, the strength of the ply in proportion to a rope’s pulling force, and the proportion of fibre for the length of string required

  VC2M8M07 | Mathematics | Mathematics Version 2.0 | Level 8 | Measurement

• VC2M2M02

  identify common uses and represent halves, quarters and eighths in relation to shapes, objects and events

  Elaborations

  • demonstrating how food items can be cut in halves, quarters or eighths; for example, cutting pizzas, slices, cakes or sandwiches into equal parts by halving, then halving again to form quarters and eighths, ensuring that the parts are equal
  • investigating cup and spoon measures used in cooking and discussing what half or quarter of a cup or tablespoon measure means, and using sand or water to compare these to the full cup and tablespoon measures
  • demonstrating and using halves and quarters in folding activities; for example, folding paper in half and quarters and ensuring that the pieces are the same size
  • recognising that halves and quarters can be used to describe lengths, positions and distances; for example, describing the halfway point in a race or instructing someone to stand halfway between 2 chairs
  • discussing that halves and quarters are used to describe durations of time, including durations of time in sporting events, and what this means; for example, discussing how the sirens used during an Australian Rules football game represent quarter time, half-time and three-quarter time during the game, or recognising and using half an hour or quarter of an hour to describe a duration of time

  VC2M2M02 | Mathematics | Mathematics Version 2.0 | Level 2 | Measurement

• VC2M7M05

  demonstrate that the interior angle sum of a triangle in the plane is 180° and apply this to determine the interior angle sum of other shapes and the size of unknown angles

  Elaborations

  • using concrete materials to demonstrate that the sum of the interior angles of a triangle is 180°; for example, using paper triangles and tearing to demonstrate that the interior angles when combined form 180°
  • using decomposition and the angle sum of a triangle to generalise the interior angle sum of an n-sided polygon, as 180n-2=180n-360

  VC2M7M05 | Mathematics | Mathematics Version 2.0 | Level 7 | Measurement

• VC2M3M02

  measure and compare objects using familiar metric units of length, mass and capacity, and instruments with labelled markings

  Elaborations

  • making a measuring tape using metric units of length and using it to measure and compare things, for example, the girth of a tree; and explaining that the lines on a ruler show the beginning and end of each unit
  • using a strip of one-centimetre grid paper to measure and compare the length of objects, connecting this with centimetre units on a ruler and using fractions of a graduation to give a more accurate measure
  • discussing how the capacity of a container or object usually refers to the amount of liquid it can hold, measured in millilitres and litres, and comparing the capacity of different sizes of familiar drinks (for example, 600-millilitre, one-litre, 2-litre and 3-litre milk containers)
  • measuring and comparing the mass of objects and capacity of containers, using measuring jugs and kitchen or other scales and standard metric units of millilitres, litres, grams and kilograms; and interpreting and explaining what the lines on the measuring jug or scales mean
  • comparing the capacity of different beakers used in science lessons and using the numbered graduations to measure out different capacities of liquid

  VC2M3M02 | Mathematics | Mathematics Version 2.0 | Level 3 | 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

• VC2M4N03

  find equivalent representations of fractions using related denominators and make connections between fractions and decimal notation

  Elaborations

  • extending fraction families within collections of materials, for example, by seeing 34 as 3 in each 4, showing this within related fractions like 68 or seeing that 25 means 2 in each 5 so it can be shown within 410
  • creating models of equivalent fractions by subdividing capacity measures into smaller fractions; for example, half a cup of flour could be shown as two-quarters or four-eighths of a cup of flour
  • folding paper to show equivalence between different fractions; for example, folding A4 paper in half and half again, repeating to form eighths and demonstrating that 48=24=12 ; or folding paper strips into fifths and tenths, and recording as both fractions and decimals
  • identifying and using the connection between fractions of metres and decimals; for example, finding 14 of a metre and connecting this to 0.25 metres or 25 centimetres, or finding 110 of a metre and connecting this with 0.10 metres or 10 centimetres
  • using array diagrams to show the relationship between fractions and division and multiplication of natural numbers, for example, 3 × 4 = 12, 12 ÷ 4 = 3, 14 of 12 is 3, 13 of 12 is 4

  VC2M4N03 | Mathematics | Mathematics Version 2.0 | Level 4 | Number

• VCVIU172

  Explore the impact on language of social, cultural and intercultural influences such as globalisation and new technologies

  Elaborations

  • recognising Vietnamese words, phrases and concepts that have emerged as a result of technological advances, for example, máy vi tính xách tay, nhấp chuột, điện thoại thông minh, thư điện tử, nhật ký điện tử, mạng lưới toàn cầu, trò chơi trực tuyến, tivi màn hình cong, phim ba chiều
  • reflecting on changes in own language use and identifying new terms and communicative modes that have been adopted as a result of the development of technology, for example, using abbreviations such as ‘u’, ‘LOL’, ‘YOLO’, ‘2u’ or ‘4u’ or emoticons instead of whole words or phrases
  • recognising and understanding new words (including Vietnamese and non-Vietnamese), phrases and concepts that have been developed as a result of globalisation and changing lifestyles, for example, toàn cầu hóa, kimono, koala, sushi, pizza, mì Ý (pasta), bánh mì kẹp thịt (hamburger), thức ăn nhanh (fast food)

  VCVIU172 | Languages | Vietnamese | F–10 Sequence | Levels 7 and 8 | Understanding | Language variation and change

• VCZHU093

  Identify the characteristics of familiar text types, noting particular textual features distinctive to Chinese

  Elaborations

  • exploring features and conventions of Chinese texts, including lack of word spacing and punctuation, and variability in text direction, and comparing texts in traditional characters with texts in simplified characters
  • describing the major features of familiar text types in Chinese (for example, narratives), and experimenting with analysing Chinese texts, for example, recognising the ‘problem’ and the ‘resolution’ in a narrative
  • comparing textual features and language used in different types of written communication within and across languages, for example: How does the formatting of a letter and an email differ in English? Why are there such differences? How does the formatting of a letter in English compare to Chinese formatting?
  • discussing how the organisation of information reflects concepts of hierarchy and authority, for example, the placement of the date in personal correspondence; how the address is organised on a letter (小区名，楼号，楼, for example, 龙江小区蓝天园15栋2单元504室)
  • comparing textual and linguistic features in diverse forms of written Chinese texts, such as letters, emails and text messages, and exploring the use of visual symbols such as emoticons in digital correspondence
  • experimenting with features of text presentation in Chinese, for example, text direction, word spacing, punctuation, and overall paragraph format when using squared paper

  VCZHU093 | Languages | Chinese | Second Language Learner | 7–10 Sequence | Levels 7 and 8 | Understanding | Systems of language

• VCASFC056

  Engage in collaborative activities that involve planning, project design, problem-solving and evaluation of events or activities

  Elaborations

  • working with a partner to create a visual resource that promotes Auslan as an important subject choice
  • working in groups to create a series of promotional resources for the school website
  • organising and participating in visits by respected members of the Deaf community to their school to share knowledge and to promote Auslan skills in the wider community
  • planning presentations to showcase aspects of Deaf culture likely to be unfamiliar to the hearing community
  • reporting on and evaluating completed events or activities that they had planned together, for example:
    FIRST PRO1 DOUBT I-F WILL GO-WELL, HAVE-A-LOOK GO-ALONG GOOD
    At the start, I wasn’t sure it would work, but after a while I thought it went well.
    PRO1 WRONG NEVER AGAIN DO SAME
    I won’t do that ever again.
    
  • following sequenced directions that involve the use of practical information, for example:
    SEE DS:wavy-surface, KNOW WHERE SCRATCH? S-A-N-D POLISH MORE DS:thick-to-thin 2MM SMOOTH
    See where the surface is uneven? You sand that back 2 mm and it gets smooth.
    
  • working in pairs to create instructional or procedural texts that demonstrate and explain activities
  • planning and presenting a cultural item for a school open day, such as celebration through drama or visual story of an important member of the Deaf community
  • discussing in pairs possible design options for an item such as language flag, artefact or logo that incorporates elements of significance to the Deaf community, presenting reasons for specific design suggestions, then voting as a class on a preferred design

  VCASFC056 | Languages | Auslan | First Language Learner | F–10 Sequence | Levels 7 and 8 | Communicating | Socialising

• VCASFC146

  Participate in shared learning activities that involve planning, transacting and problem-solving, using simple signed statements, questions and directions

  Elaborations

  • working together in collaborative tasks such as cooking or craft activities, using interactional phrases such as:
    BOOK WHICH WANT MAKE WHICH? PICK.
    Which recipe do you want to make? You choose.
    PLEASE PRO2 BRING SCISSORS PLUS PAPER?
    Can you please bring scissors and paper?
    
  • following directions for activities such as a treasure hunt or creating a garden, using prepositions such as ON, UNDER, BEHIND and entity depicting signs, such as:
    DS:turn-left DEAD-END DS:turn-right.
    Go left, then at the end turn right.
    PLEASE BRING MILK FRIDGE DS:open-door POINT
    Please bring the milk; it’s at the bottom of the fridge door.
    
  • negotiating roles and responsibilities in shared learning activities, using expressions such as:
    PRO3 TYPE PRO1 WRITE PRO2 D-O WHAT?
    He will type, I’ll write, and what are you doing?
    
  • playing games that involve identifying and classifying specific points of information, for example, ‘Celebrity Heads’
  • understanding and using expressions of support, encouragement or praise during shared activities, for example, GOOD, EXCELLENT, CONGRATULATIONS

  VCASFC146 | Languages | Auslan | Second Language Learner | F–10 Sequence | Levels 3 and 4 | Communicating | Socialising

• VCASFC237

  Interact appropriately with the teaching team, peers and members of the Deaf community, adjusting language when necessary and demonstrating understanding of appropriate protocols in and out of the classroom

  Elaborations

  • demonstrating use of appropriate protocols within and beyond the classroom, such as gaining group attention through flashing lights, tapping, foot stomping and waving, and maintaining eye gaze, back-channelling and limiting the use of voice when interacting with unfamiliar Auslan users
  • adjusting the physical environment, including people and objects, to enable communication in a well-lit environment without glare or obstructions
  • demonstrating culturally appropriate behaviours when using or accessing an interpreter, such as not interrupting or blocking the line of sight
  • using appropriate discourse markers and NMFs to facilitate clear communication, for example:
    SURPRISE
    Oooh (with appropriate intonation)
    INCREDIBLE
    No way!
    WOW
    Wow!
    UM
    um …
    HOLD…
    Hang on a minute …
  • clarifying information, such as:
    WHAT? PLEASE AGAIN
    Could you repeat that, please?
    RIGHT PRO2 SAY PRO1 FIX THAT?
    So, you want me to fix that?
    PLEASE SLOW SIGN
    Could you sign that slowly, please?
    PRO2 SAY BEFORE WHAT?
    What did you just say, sorry?
  • asking for elaboration of information by adding comments, for example:
    RIGHT-YEAH INTERESTING BUT I WANT ADD COMMENT
    Well, yes, that’s interesting but I’d like to add something.
    STILL GO-AHEAD
    Go ahead …

  VCASFC237 | Languages | Auslan | Second Language Learner | 7–10 Sequence | Levels 9 and 10 | Communicating | Socialising

• VCASFU158

  Understand that clauses can be enriched through the use of adjectives and adverbs (when, where, how), often produced with non-manual features

  Elaborations

  • exploring different semantic types of verbs in a text, for example by showing how:
    • doing (WALK, WRITE) and saying (TELL, CALL-OUT ANNOUNCE?) verbs in narrative texts give information about a characters’ actions
    • sensing (SEE, THINK) or possessing (BELONG, OWN) verbs indicate what characters think, feel or own
    • relating verbs identify or describe a noun, for example, HAVE in PRO3 HAVE LONG-HAIR
  • understanding how DSs and adverbs can give extra information about an activity
  • noticing that some signs modify the meaning of verbs, such as READ CAREFUL and that these are called adverbs
  • contributing examples of signs that tell
    • when a verb happens (IN-2-WEEKS PRO1 HOLIDAY or WANT LUNCH NOW)
    • where a verb happens (PRO3 RUN FAR or COME HERE)
    • how a verb happens (FAST or SLOW or PRO2 QUICK FINISH)
  • understanding that, in terms of meaning, a basic clause represents: a happening or a state (verb), who or what is involved (noun or nouns) and the surrounding circumstances (adverb or adverbs)
  • knowing that signing involves either telling with signs or showing with DSs and periods of CA
    MAN WALK SLOW
    DS(point):man-walks-slowly
    CA:man-swinging-arms-nonchalantly
    

  VCASFU158 | Languages | Auslan | Second Language Learner | F–10 Sequence | Levels 3 and 4 | Understanding | Systems of language

• VCASFU032

  Understand that clauses can be enriched through the use of adjectives and adverbs (when, where, how), often produced with non-manual features

  Elaborations

  • exploring different semantic types of verbs in a text, for example by showing how:
    • doing (WALK, WRITE) and saying (TELL, CALL-OUT, ANNOUNCE) verbs in narrative texts give information about a characters’ actions
    • sensing (SEE, THINK) or possessing (THAT’S-TYPICAL-OF-THEM, OWN) verbs indicate what characters think, feel or own
    • relating verbs identify or describe a noun (for example, HAVE in PRO3 HAVE LONG-HAIR)
  • noticing that some signs modify the meaning of verbs, such as READ CAREFUL and that these are called adverbs
  • contributing examples of signs that tell:
    • when a verb happens (IN-2-WEEKS PRO1 HOLIDAY or WANT LUNCH NOW)
    • where a verb happens (PRO3 RUN FAR or COME HERE)
    • how a verb happens (FAST or SLOW or PRO2 QUICK FINISH)
  • noticing that sometimes Auslan signers have information about how a verb happens through NMFs rather than separate signs, for example, WRITE -_carelessly
  • noticing that clauses can be made more vivid by integrating CA or DSs to show with body or hands or by showing adverbial or adjectival meanings
  • understanding that, in terms of meaning, a basic clause represents: a happening or a state (verb), who or what is involved (noun or nouns) and the surrounding circumstances (adverb or adverbs)
  • distinguishing between yes/no questions and wh- questions and noticing that each type of question has different NMFs

  VCASFU032 | Languages | Auslan | First Language Learner | F–10 Sequence | Levels 3 and 4 | Understanding | Systems of language