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• VC2M9M03

  solve spatial problems, applying angle properties, scale, similarity, ratio, Pythagoras’ theorem and trigonometry in right-angled triangles

  Elaborations

  • investigating the applications of Pythagoras’ theorem in authentic problems, including applying Pythagoras’ theorem and trigonometry to problems in surveying and design
  • applying the formula for calculation of distances between points on the Cartesian plane from their coordinates, emphasising the connection to vertical and horizontal displacements between the points 
  • understanding the relationship between the corresponding sides of similar right-angled triangles and establishing the relationship between areas of similar figures and the ratio of corresponding sides, the scale factor
  • using images of proportional relationships to estimate actual measurements (for example, taking a photograph of a person standing in front of a tree and using the image and scale to estimate the height of the tree), discussing the findings and ways to improve the estimates
  • investigating theorems and conjectures involving triangles, for example, the triangle inequality and generalising links between the Pythagorean rule for right-angled triangles, and related inequalities for acute and obtuse triangles, determining the minimal sets of information for a triangle from which other measures can all be determined
  • using knowledge of similar triangles, Pythagoras’ theorem, rates and algebra to design and construct a Biltmore stick, used to measure the diameter and height of a tree, and calculating the density and dry mass to predict how much paper could be manufactured from the tree

  VC2M9M03 | Mathematics | Mathematics Version 2.0 | Level 9 | 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

• VC2M2N05

  multiply and divide by one-digit numbers using repeated addition, equal grouping, arrays and partitioning to support a variety of calculation strategies

  Elaborations

  • making and naming arrays and using bar models to solve simple multiplication or sharing problems; for example, making different arrays to represent 12 and naming them as ‘3 fours’, ‘2 sixes’, ‘4 threes’ and ‘6 twos’, using physical or virtual materials to make arrays or using bar models to demonstrate that ‘3 fours’ is equal to ‘4 threes’
  • finding the total number represented in an array by partitioning the array using subitising and number facts; for example, describing how they determined the total number of dots arranged in a ‘3 fives’ array by saying, ‘I saw 2 fives, which is 10, and then 5 more, which makes 15’
  • recognising problems that can be solved using division and identifying the difference between dividing a set of objects into 3 equal groups and dividing the same set of objects into groups of 3
  • using a Think Board to solve partition and quotition division problems; for example, sharing a prize of $36 between 4 people, using materials, a diagram and skip counting to find the answer, and explaining whether the answer ‘9’ refers to people or dollars
  • using materials or diagrams, and skip counting, to solve repeated equal-quantity multiplication problems; for example, writing a repeated addition number sentence and using skip counting to solve the problem ‘Four trays of biscuits with 6 on each tray – how many biscuits are there?’

  VC2M2N05 | Mathematics | Mathematics Version 2.0 | Level 2 | Number

• VC2M7N08

  compare, order and solve problems involving addition and subtraction of integers

  Elaborations

  • using less-than and greater-than notation in expressions when comparing and ordering integers; for example, negative 5 is less than positive 2 and can be represented as -5<+2; -3>-6
  • discussing language such as ‘addition’, ‘subtraction’, ‘magnitude’, ‘difference’ and ‘sign’ and synonyms of these terms
  • ordering, adding and subtracting integers using a number line

  VC2M7N08 | Mathematics | Mathematics Version 2.0 | Level 7 | Number

• VC2M3ST01

  acquire data for categorical and discrete numerical variables to address a question of interest or purpose by observing, collecting and accessing data sets; record the data using appropriate methods, including frequency tables and spreadsheets

  Elaborations

  • using efficient ways to collect and record data (for example, written surveys, online surveys, polling the class using interactive digital mediums) and representing and reporting the results of investigations
  • developing questions of interest and using surveys, observations or experiments to collect categorical, discrete numerical or qualitative data sets and discussing what kind of data can be used to help inform or answer the question in a statistical investigation
  • using lists, tallies, symbols and digital data tables to record and display data collected during a chance experiment, for interpretation
  • using different online sources to access data; for example, using online query interfaces to select and retrieve data from an online database such as weather records, data frequency mapping software such as Google Trends, or the World Health Organization
  • using software to sort and calculate data when solving problems; for example, sorting discrete numerical and categorical data in ascending or descending order and automating simple arithmetic calculations using nearby cells and the summation (‘sum’) function in spreadsheets to calculate total frequencies of collected data

  VC2M3ST01 | Mathematics | Mathematics Version 2.0 | Level 3 | Statistics

• VCVIC130

  Translate and interpret words and expressions in simple Vietnamese and English texts, noticing similarities and differences or non-equivalence of words and expressions

  Elaborations

  • identifying words and expressions in Vietnamese and English that do not readily translate, for example, phở, bánh chưng, áo dài, ‘bushwalking’, ‘the outback’
  • examining texts, including digital and multimodal texts, to identify how the meaning of words changes according to context, for example, a common Vietnamese homonym such as đá, which may mean ‘to kick’, ‘stone’ or ‘ice’ (as in trà đá); or the personal pronouns ‘I’ and ‘you’ in English, which can be translated as ông, bà, cô, chú, anh, chị, em, con or cháu in Vietnamese
  • noticing the diverse ways in which meaning is conveyed in Vietnamese and English, and differentiating between word-by-word translation and intended meaning, for example, Chúc (ông bà) sống lâu trăm tuổi (‘I wish you long life’) and Chúc cháu bé ngoan ăn, chóng lớn (‘I hope the baby eats well and grows fast’)
  • translating signs or phrases in familiar contexts from Vietnamese into English, for example, street signs, addresses and food labels, noting that some signs or symbols are universal, for example, the ‘Stop’ and ‘Peace’ signs, and the wi-fi and Olympic symbols

  VCVIC130 | Languages | Vietnamese | F–10 Sequence | Levels 3 and 4 | Communicating | Translating

• VCZHU011

  Recognise Chinese characters as a form of writing and Pinyin as the spelled-out sounds of spoken Chinese

  Elaborations

  • differentiating Chinese characters from other forms of written expression, for example, the Roman alphabet, visual images (drawing)
  • recognising that each character has meaning, and exploring the connection between meaning and form, for example, pictographs such as 人 (‘person’), 日 (‘sun’)
  • examining which initials and finals can be guessed from English, for example, ‘mama’ as opposed to ‘gege’
  • copying or tracing characters with attention to stroke order and direction
  • identifying syllables that make up Chinese words, such as 小/老/鼠 (xiǎo/lǎo/shǔ), and understanding that words such as 熊猫 (xióng māo) have two syllables, with each syllable having a meaning
  • making connections between words sharing a common syllable/morpheme, for example, 小狗、小猫、小朋友
  • building new words by combining familiar meanings such as 红+苹果

  VCZHU011 | Languages | Chinese | Second Language Learner | F–10 Sequence | Foundation to Level 2 | Understanding | Systems of language

• VCZHU092

  Identify and use the characteristics of Chinese word order and explain the use of Chinese-specific grammatical features

  Elaborations

  • analysing the variety of verb types found in Chinese — for example, adjectival verbs (高、大) and modal verbs (会、可以) — and the placement and use of adverbs, for example, 都 to indicate inclusion; 就 to indicate sequence
  • identifying the placement of time and place phrases; the use of conjunctions (for example, 和 to add information; 还是/或者 to offer or indicate choices); and the role of measure words, for example, 个、只
  • exploring the clauses of a sentence in Chinese and noticing how they are linked coherently, for example, 他叫王晓明，(他) 是我的朋友 (zero subject/pronoun)
  • explaining the concept of ‘tense’ across languages, for example, asking: What tense is used in English to share ideas about a future activity? Can you exemplify how future tense is used in English? How is future tense expressed in Chinese? (我明天去北京，下个星期去上海)
  • applying processes of discourse development by joining, contrasting and sequencing using 也、和、但是、就, and exploring the use of cohesive devices and ways of extending, sequencing and elaborating ideas, for example, through the use of connectives, conjunctions and subject pronouns

  VCZHU092 | Languages | Chinese | Second Language Learner | 7–10 Sequence | Levels 7 and 8 | Understanding | Systems of language

• VCZHU076

  Analyse and examine how effective authors control sentence structure and use language to engage their audience

  Elaborations

  • comparing the use of words that rely on interpretation of context to convey the intended meaning (such as 让、给), for example, listening to and reading several extracts from texts which use the same word in a different way
  • expressing conditions (for example, 如果…就); expressing cause and effect (for example, 为了…); and expressing the condition, quality or result of an action, for example, 坐得下、 说得对、 做完、买到
  • justifying opinions and building logical arguments by expressing additional information and providing reasons (for example, using 不但…而且…；除了…以外；另外), and introducing contrasting views to others using elements such as cohesive devices, for example, 不是…而是…；不过；虽然…但是…
  • exploring the ways in which language can be manipulated to make ideas more objective, for example, removal of personal pronouns and opinions
  • examining the use of noun phrases in Chinese and experimenting with omitting nouns (zero subjects) in their own communication
  • experimenting with the use of 成语 and famous sayings to substantiate ideas in Chinese
  • experimenting with 的 as a subject modifier to express ideas that would contain relative clauses in English, for example, 我昨天买的书不太贵

  VCZHU076 | Languages | Chinese | Second Language Learner | F–10 Sequence | Levels 9 and 10 | Understanding | Systems of language

• VCASFC181

  Interact appropriately with people in different contexts, sharing experiences, interests and opinions about current events or school and community experience

  Elaborations

  • using signs to agree or disagree on relevant topics, such as:
    AGREE YES HOMEWORK SHOULD
    Yes, I agree we should do homework.
    PRO1 KNOW WHAT MEAN, BUT….
    I know what you mean, but …
    PRO1 DOUBT
    I’m not sure.
    AGREE-NOT, PRO1 THINK…
    I don’t agree; I think …
    
  • participating in videoconferencing exchanges with deaf children or other Auslan students from another state to compare and contrast aspects of their school and learning experiences
  • contributing to online videoconferencing with other Auslan users to compare and contrast aspects of their school and learning experiences
  • using appropriate NMFs when turn-taking, for example:
    HOLD
    Hold that thought.
    QUICK INTERRUPT
    Can I just interrupt you quickly?
    WAIT….COME
    Can you just wait a moment … Right, what did you want?
    
  • clarifying meaning, for example by using fingerspelling to explain unfamiliar vocabulary, as in, PRO2 MEAN [fingerspell word]?
  • using appropriate protocols to join or leave conversations, for example, waiting for eye gaze or for the signer to finish and not asking for a full recount
  • engaging with deaf visitors from different groups and backgrounds and creating a vlog about the visits

  VCASFC181 | Languages | Auslan | Second Language Learner | F–10 Sequence | Levels 7 and 8 | Communicating | Socialising

• VCGRCU023

  Understand concepts of accidence and syntax used in complex sentences in Classical Greek, including subordinate clauses, pronoun forms, mood, voice, and conventions of complex sentence structure

  Elaborations

  • using the indefinite adjective τις with nouns to supply the meaning of the indefinite article in English, for example, κακόν τι πάσχει, νῆσόν τινα
  • conjugating -ω verbs in perfect and pluperfect tenses, active and middle, indicative, imperative and infinitive forms, for example, εἴρηκα/εἴρημαι, ἑόρακα/ἑώραμαι
  • conjugating -ω verbs in the passive voice in all applicable tenses including first and second aorist and future, for example, ἐλύθην/λυθήσομαι, ἐφάνην/φανήσομαι
  • conjugating contract verbs in all tenses and voices, including verbs in –οω, for example, δηλῶ, ἐλευθερῶ
  • conjugating -μι verbs, including δίδωμι, τίθημι, ἵστημι, ἵημι, δείκνυμι, φημί
  • conjugating common irregular verbs, for example, oἶδα, ἒοικα
  • forming the comparative and superlative degrees of common irregular adjectives, for example:
    • ἀγαθός/ἀμείνων/ἄριστος, ἀγαθός/βελτίων/βέλτιστος, ἀγαθός/κρείττων/κράτιστος
    • κακός/κακίων/κάκιστος, κακός/χείρων/χείριστος
    • καλός/καλλίων/κάλλιστος
    • μέγας/μείζων/μέγιστος
    • πολύς/πλείων/πλεῖστος
  • identifying the use of participles with the genitive absolute and the accusative absolute, for example, ἡμέρας γενομένης, ἔδοξεν ταῖς κόραις πρὸς τὸν κρήνην βαίνειν and δέον τὴν πόλιν ἀμύνεσθαι, οἱ ἄνδρες τὰ ὅπλα ἔφερον
  • recognising the forms and uses of the subjunctive mood, for example, ταχέως ἵωμεν (exhortation), τί ποιῶμεν; (deliberation), μὴ δέξησθε τὰ δῶρα (prohibition), οἱ στρατιῶται φεύγουσιν ἵνα μὴ ὑπὸ τῶν πολεμίων ληφθῶσιν (purpose clause), φοβοῦμαι μὴ ὁ δεσπότης οὐκ ἐθέλῃ παῦσαι τὸν πόνον (clause of fearing)
  • recognising the forms and uses of the optative mood, for example, εἴθε τὴν πατρίδα σῴζοιμεν (wish), βουλοίμεθα ἄν τοῦ ἀοιδοῦ ἀκούειν (potential optative)
  • understanding the structure and use of indirect statements with ὅτι, the infinitive or the participle, for example, ὁ ἄγγελος εἶπεν ὅτι οἱ πολέμιοι ἤδη προσχωροῦσιν/ὁ πάτηρ ἔφη ἀνάγκην εἶναι οἴκαδε ἐπανιέναι/οἱ παῖδες εἶδον λύκον μέγαν πρὸς τὴν οἰκίαν προσιόντα
  • understanding the structure and use of conditional clauses, for example, ἐὰν τῷ δημαγωγῷ πιστεύῃς, μῶρος εἶ/ἐὰν τὸν δοῦλον καλέσῃς, βραδέως ἀφίξεται/εἰ ὁ παῖς τοῦτο ἐποίησεν, ἐδέξατο ἄν τον ἔπαινον
  • understanding the structure and use of indefinite clauses, for example, ὅστις ἄν ἔξω τῶν τῆς πόλεως ὁρῶν εὑρεθῇ, ἐν κινδύνῳ μεγάλῳ ἔσται/ἐπειδὰν γένηται ἡ πανήγυρις, πάντες οἱ Ἀθηναῖοι εἰς τὴν ἀγορὰν σπεύδουσιν
  • identifying the articular infinitive, for example, ἀγαθὸς εἰς τὸ λέγειν τε καὶ πράττειν
  • identifying the verbal adjective in –τέος, for example, οὐ λεκτέοι εἰσὶν οἱ λόγοι
  • identifying verbs that take supplementary participles, for example, ἔτυχον παροῦσαι αἱ γυναῖκες/οἱ Ἀθηναῖοι ἐφαίνοντο οὐ βουλόμενοι ἀγορεύειν
  • understanding the sequence of tenses and moods in complex sentences (primary and secondary sequences), for example, λέγει ὅτι εἰ ὁ ἀνὴρ τοῦτο εἶπεν, ἐψεύδετο/εἶπεν ὅτι εἰ ὁ ἀνὴρ τοῦτο εἴποι, ψεύδοιτο ἄν
  • recognising creative variations in Classical Greek word order to focus on action, or to create suspense by delaying a key word, phrase or clause
  • elaborating strategies for building on prior knowledge and learning new grammar, for example, mnemonic devices, paradigms, drill exercises, online learning tools

  VCGRCU023 | Languages | Classical Greek | Levels 9 and 10 | Understanding | Systems of language

• VCGRCE016

  Read, analyse and interpret Classical Greek texts, using vocabulary, grammar and textual cues, to engage with the ancient Greek world

  Elaborations

  • predicting the context and content of Classical Greek texts through initial holistic reading, by identifying key words and phrases, for example, οἱ βάρβαροι μάλα φοβούμενοι
  • inferring meaning using knowledge of the text type and the author’s purpose and technique, for example, νῦν οὖν ἀτεχνῶς ἥκω παρασκευασμένος/βοᾶν, ὑποκρούειν, λοιδορεῖν τοὺς ῥήτορας/ἐάν τις ἄλλο πλὴν περὶ εἰρήνης λέγῃ. (Aristophanes’ Acharnians)
  • investigating and explaining the effect of word order in Classical Greek in producing emphasis and tone, for example, indignation, anger, suspense
  • examining and interpreting complex sentence structures, such as the use of the optative mood in indirect statements, for example, ὁ στρατηγὸς εἶπεν ὅτι οἱ σύμμαχοι δ’ ὁλίγου νικήσοιεν
  • reflecting on the particular use of tenses in Classical Greek and making comparisons with English, such as use of aspect, vivid use of the present in indirect speech, or use of the aorist in gnomic statements, for example, παθὼν δέ τε νήπιος ἔγνω
  • explaining how the coherence of complex texts relies on devices that signal text structure and guide readers, for example, οὖν, γάρ. μέντοι, δήπου
  • discussing conventions of Classical Greek texts, such as the inclusion of speeches in historiography
  • investigating how different conjunctions are used in complex sentences to extend, elaborate and explain ideas, for example, εἴχομεν ἡμεῖς Πύδναν καὶ Μεθώνην καὶ πάντα τὸν τόπον τοῦτον
  • explaining allusions to historical or mythological characters who exemplify Greek virtues, such as Achilles, Hector, Theseus, Solon, Socrates
  • recognising positive and negative connotations implicit in Classical Greek words, for example, τύραννος, δαίμων
  • examining cultural assumptions that influence ways in which meanings are expressed or interpreted, for example, the use of pompous or tragic language for comic effect in Aristophanes’ plays
  • discussing the function and power of cultural representations such as symbols, for example, the gorgon/aegis, the omphalos, Asclepius’ wand, the owl
  • 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
  • constructing, editing and presenting interpretations of and responses to literary Classical Greek, using ICT collaboratively

  VCGRCE016 | Languages | Classical Greek | Levels 9 and 10 | Engaging with texts | Accessing the ancient Greek world through Classical Greek texts

• VCASFC037

  Interact with people for different purposes, using descriptive and expressive language to give opinions, talk about themselves and show interest in others

  Elaborations

  • comparing personal experiences and opinions and expressing agreement or disagreement in a respectful manner, for example:
    AGREE YES or PRO1 AGREE
    Yes, I agree.
    PRO1 KNOW WHAT MEAN, BUT…
    I know what you mean, but …
    DOUBT
    I’m not sure
    AGREE-NOT
    I don’t agree …
    
  • using NMFs and eye gaze to gain, hold or finish a turn when communicating in pairs or groups
  • discussing school experiences or events, for example:
    THEATRE GOOD, LONG-_really
    I liked the theatre performance but it was soo long.
    SCHOOL SWIMMING RACE, GOOD BAD, PRO2 THINK WHAT?
    What did you think about the swimming carnival?
    
  • using interactional strategies such as paraphrasing, questioning and interpreting non-verbal cues when communicating with their peers or teacher
  • participating in online exchanges such as vlogs with deaf Auslan users in other contexts to discuss topics of shared interest, such as peer pressure or family expectations
  • exchanging views with their peers to identify values that they hold as important, for example, caring for the environment or providing support resources for the deaf community such as subtitles on TV/movies

  VCASFC037 | Languages | Auslan | First Language Learner | F–10 Sequence | Levels 5 and 6 | Communicating | Socialising

• VCKOC192

  Arrange and manage shared activities such as problem-solving and different types of transactions, adopting different roles to present diverse views and perspectives

  Elaborations

  • solving problems by explaining discoveries and results, discussing ideas, suggesting a range of options with specific information such as roles of participants, locations, time, methods and reasons, for example, 한국에 갔더니 아름다운 산이 아주 많았어요. 다음에 갈 때 같이 갑시다; 언제 …–겠어요?; 누가 …–(으)ㄹ래요?; 어떻게 …–(으)ㄹ계획이에요?; 왜 그렇게생각해요? 어디에서 …–(으)면 좋을까요?; 선생님께 여쭤 봅시다
  • planning and negotiating collaboratively in scenarios or events related to travelling or living in Korea, such as living with a host family, seeking medical treatment, or using transport, for example, 안녕히 주무세요/잘 자; 팔을 다쳤는데 병원에 가야 할까요?; 지하철을 타면 5시까지 도착할수 있을 거예요
  • comparing the quality of goods and taking action, for example, 이것이 저것보다 훨씬 더 신선해요. 그러니까 이것을 사요; 기차가 버스보다 더 편리하니까 기차로 가요
  • making complaints and recommendations, for example, 그 식당은 서비스가 친절하지 않으니까 가지 맙시다
  • sharing experiences and transactions, for example, 주말에 영화를 같이 보러 갈래요?; 무슨 영화가 좋아요?; 영화가 몇 시에 시작해요?; 입장권이 얼마 정도 해요?;비행기표를 겨우 샀어요; 하마터면 부산에 가지 못할 뻔했어요
  • planning shared events or activities, using online and digital forms of communication such as emails, chat forums and community websites, for example, intercultural components of 호주 한국 국제 영화제, 한국 문화원, 관광명소, 자매학교
  • presenting views and perspectives at real or simulated forums, protests or rallies to raise awareness of environmental, social or ethical issues such as 쓰레기 분리수거, 청소년 실업 문제, 환경보호 캠페인, 절약, 낭비, 지구 온난화, using language, for example, 쓰레기 분리수거에 대해서 …; 청소년실업 문제가 심각하다고 합니다 …; 호주에는 여름에 비가 자주 오지 않기 때문에 물을 아껴야 해요; 물을 절약하는 방법은…; 에너지를 낭비하면…; 깨끗한 환경 …
  • transacting for goods and services, considering concepts such as value, availability, competition and ethics, for example, 세 시 전에 출발하는 버스가 있어요?; 환경보호 캠페인에 참가하고 싶은데 누구한테 연락해야 해요?

  VCKOC192 | Languages | Korean | F–10 Sequence | Levels 9 and 10 | Communicating | Socialising

• VC2M10AA04

  explore the inverse relationship between exponential functions and logarithmic functions and the solution of related equations

  Elaborations

  • using the definition of a logarithm and the exponent laws to establish the logarithm laws
  • evaluating 10x for decimal values of x and relating this to a logarithm base 10 scale; solving exponential equations algebraically using logarithms with base 10, for example, 5000×1.01x=10 000⇒x= log10(2)log10(1.01)≈69.66 ; and connecting to the graph of the corresponding function

  VC2M10AA04 | Mathematics | Mathematics Version 2.0 | Level 10A | Algebra

• VCVIC176

  Extend classroom interactions by offering, elaborating on, justifying and eliciting opinions and ideas

  Elaborations

  • extending interactions by inviting others to contribute to discussions or provide feedback on own ideas, for example, Các bạn nghĩ sao về việc học thêm cuối tuần? Chúng ta nên làm sao để giữ cho tình bạn được lâu dài? Các bạn nghĩ sao về ý kiến của mình?
  • using evaluative language to acknowledge strengths in others’ arguments or provide evidence to justify, contradict, challenge or rebut alternative views in a courteous manner, for example, Tôi rất thích cách giải thích của bạn, rõ ràng và hợp lý lắm. Bạn nói có lý nhưng tôi nghĩ rằng … Lý thuyết thì như vậy, nhưng trên thực tế thì… Hay là mình thử làm thế này/cách khác xem sao?
  • debating with peers on social, environmental or educational issues with reference to Vietnamese and Australian views and values, for example, Có nên bắt buộc học sinh học ngoại ngữ không? Có phải vào đại học là cách tốt nhất để thành công ngày nay?, using evaluative language such as hay/đúng/thú vị/hợp lý/công bằng lắm. Giới trẻ ngày nay rất giỏi sử dụng nhưng cũng bị lệ thuộc quá nhiều vào khoa học kỹ thuật
  • exchanging ideas and justifying and elaborating on opinions in class discussions about issues associated with the school or local community, such as school facilities, local services or environmental issues, for example, Chúng em đề nghị căn-tin nhà trường nên bán nhiều thức ăn bổ dưỡng hơn cho học sinh với giá rẻ hơn. Chúng em mong nhà trường nên sửa sang lại các phòng vệ sinh cho sạch sẽ hơn. Có tình trạng xả rác bừa bãi trong các công viên ở địa phương mình
  • using Vietnamese idioms and proverbs to illustrate ideas and opinions about learning, for example, Không thầy đố mày làm nên, Học thầy không tầy học bạn

  VCVIC176 | Languages | Vietnamese | F–10 Sequence | Levels 9 and 10 | Communicating | Socialising

• VCASFC020

  Contribute to class activities and shared learning tasks that involve transacting, planning and problem-solving, using collaborative language

  Elaborations

  • working together in shared tasks such as cooking, craft activities or creating displays, signing questions or statements, for example:
    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?
    
  • negotiating roles and responsibilities and expressing preferences when working on shared projects, using expressions such as I would prefer to do that; What job do you want to do?
    PRO1 FILM PRO2 QUESTION-_her
    I’ll film; you ask her the questions.
    
  • contributing to the development of a set of class rules
  • engaging in activities such as treasure hunts that involve making choices, solving problems and giving and following directions, for example:
    LIBRARY IN DS:turn-right AUSLAN DICTIONARY DS:fat-book SHELF++ THAT. PLEASE BRING-_me
    Go into the library, turn right and the Auslan dictionary will be on the second shelf. Bring that back to me.
    
  • playing games that involve the exchange or discovery of hidden information, using descriptive language and appropriate questioning, for example:
    HAVE BROWN EYES CURLY HAIR?
    Does he have brown eyes and curly hair
    CAN COOK WITH?
    Can you use it for cooking?
    
  • checking on understanding when completing learning activities, for example:
    KNOW WHAT PRO1 MEAN?
    Do you know what I mean?
    THIS PRO2 FINISH THIS?
    Do you think that’s finished now?
    
  • participating in games that involve turn-taking, active watching, memory and information exchange
  • working together in design projects such as short films or displays to demonstrate content knowledge from different curriculum areas, sharing decisions about content, vocabulary and sequencing

  VCASFC020 | Languages | Auslan | First Language Learner | F–10 Sequence | Levels 3 and 4 | Communicating | Socialising

• VCASFC182

  Engage in different processes of collaborative learning, including planning, problem-solving, task completion and evaluation

  Elaborations

  • working in pairs or small groups to design and create visual resources that promote Auslan as an important area of study
  • brainstorming, planning and working together to advertise and present an intercultural event for their year-level peers
  • working collaboratively to create instructional or procedural texts for younger learners
  • preparing for the visit of a member of the Deaf community, discussing how to ensure effective communication between the visitor and deaf and hearing members of the class
  • providing feedback on completed events or activities, exchanging reflections such as:
    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.
    
  • problem-solving around collaborative activities such as website design, science experiments or model-building, using wh- questions such as:
    WHY FAIL WHY?
    Why isn’t it working?
    WHO THINK CAN FIX?
    Who thinks they can fix it?
    FINISH, NEXT WHAT?
    What do we do next after we finish this?
    
  • giving directions for outdoor activities such as an obstacle course or bushwalk, including expressions such as:
    HAVE DS:round-oval FIRST RUN DS:draw-line THEN STOP. NEXT CLIMB DS:climb-over DS:land-on-feet THEN CRAWL DS:crawl-under-flat-thing
    There’s a big oval. First you will run along one side of it. Then stop at the wall. Next you will climb over the wall then crawl under the net.
    

  VCASFC182 | Languages | Auslan | Second Language Learner | F–10 Sequence | Levels 7 and 8 | Communicating | Socialising

• VC2M10AP01

  explore counting principles, and factorial notation as a representation that provides efficient counting in multiplicative contexts, including calculations of probabilities

  Elaborations

  • applying the multiplication principle to problems involving combinations including probabilities relating to sampling with and without replacement, and representing these using tree diagrams
  • understanding that a set with n elements has 2ⁿ different subsets formed by considering each element for inclusion or not in combination, and that these can be systematically listed using a tree diagram or a table; for example, the set {a, b, c} has 2³ = 8 subsets which are { ∅, {a}, {b}, {c}, {a, b}, {a, c}, {b, c}, {a, b, c}}
  • using the definition of n! to represent and calculate in contexts that involve choices from a set; for example, how many different combinations of 3 playing cards from a pack? How many if the suits are ignored? How many with and without replacement?
  • performing calculations on numbers expressed in factorial form, such as n!r! to evaluate the number of possible arrangements of n objects in a row, r of which are identical; for example, 5 objects, 3 of which are identical, can be arranged in a row in
    5!3!=5×4×3×2×13×2×1= 20 different ways

  VC2M10AP01 | Mathematics | Mathematics Version 2.0 | Level 10A | Probability

• VC2M6N07

  solve problems that require finding a familiar fraction, decimal or percentage of a quantity, including percentage discounts, choosing efficient calculation strategies with and without digital tools

  Elaborations

  • explaining how 13 of a quantity can be achieved by dividing by 3, and how knowledge of 13 of a quantity can be used to find 23 or 43 of the same quantity, using situations involving money, length, duration, mass or capacity
  • investigating percentage discounts of 10%, 25% and 50% in an online toy sale, using their equivalent decimal representations of 0.10, 0.25 and 0.50 to calculate the amount of discount on sale items, with and without digital tools
  • linking percentages to their decimal equivalent of tenths and hundredths and using these to determine percentage discounts; for example, finding a 30% discount by using its equivalence to 0.3, dividing by 10 and multiplying the result by 3 to give 30%
  • explaining the equivalence between percentages and fractions, for example, 3313 % and 13 , keeping to percentages that are equivalent to fractions with small denominators such as 6623 % and 12.5%
  • representing a situation with a mathematical expression, for example, numbers and symbols such as 14 × 24, that involves finding a familiar fraction or percentage of a quantity; and using mental strategies or a calculator and explaining the result in terms of the situation in question

  VC2M6N07 | Mathematics | Mathematics Version 2.0 | Level 6 | Number