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• VCELU167

  Examine the structure and linguistic choices of a range of personal, informative and imaginative texts, such as digital/online diary entries, news reports, cartoons and stories, and consider how these choices were influenced by audience and purpose

  Elaborations

  • describing the main features of familiar text types, for example, cartoon, digital story/DVD, storyboard, online news report, and identifying features such as sequencing
  • observing that texts are constructed for a variety of purposes, such as to request, instruct, invite or describe, for example, an invitation to a party or a greeting card
  • identifying the structure and organisation of a range of text types, for example, comparing emails and letters, written notes, text messages and print and digital versions of a journal/diary entry
  • identifying and comparing features of language use in different text types, such as formality/informality, headings, and lexical and grammatical choices that distinguish textual purpose and audience

  VCELU167 | Languages | Modern Greek | F–10 Sequence | Levels 7 and 8 | Understanding | Systems of language

• VCKOC006

  Participate in imaginative experiences by listening to, viewing and reading texts, including online or digital texts, such as songs, stories and cartoons, sharing feelings, responses and ideas about aspects such as characters, settings and plots/events

  Elaborations

  • listening to and reading texts including those in online or digital form such as dialogues, cartoons, comics and stories, taking note of key words or expressions and of language features such as characters’ use of the informal polite-style ending –어/아요
  • identifying and describing characters, settings, events and key ideas in texts, asking each other questions such as 여기는 학교예요, 누구예요? 어디예요? 무엇을 하고 있어요? 왜요?
  • expressing opinions about characters or settings in imaginative texts, using ‘… 같아요’, for example, 뭐예요? / 뭐 같아요? 호랑이 같아요
  • inventing a new aspect of a text, such as a new character, plot, object, perspective or an alternative ending

  VCKOC006 | Languages | Korean | 7–10 Sequence | Levels 7 and 8 | Communicating | Creating

• VCELY396

  Plan, rehearse and deliver presentations, selecting and sequencing appropriate content and multimodal elements to promote a point of view or enable a new way of seeing, using body language, voice qualities and other elements to add interest and meaning

  Elaborations

  • preparing a presentation combining print, visual and audio elements to explore and interpret ideas, drawing on knowledge and research about perspectives different from own

  VCELY396 | Curriculum content | English | Level 7 | Speaking and Listening | Literacy

• VCZHU238

  Compare how grammatical features such as tense and passive voice are constructed in English and Chinese, and identify distinctive features of Chinese grammar, for example, in tense marking (了、过), possession, plurality

  Elaborations

  • enhancing their understanding of how information is organised to achieve particular communicative purposes, for example, 是…的 and 被 structure
  • experimenting with the use of different sentence patterns when composing own messages, for example, 让步句 and 转折句

  VCZHU238 | Languages | Chinese | First Language Learner | 7–10 Sequence | Levels 7 and 8 | Understanding | Systems of language

• VC2M7A01

  recognise and use variables to represent everyday formulas algebraically and substitute values into formulas to determine an unknown

  Elaborations

  • linking variables to attributes and measures being modelled when using formulas, such as the area of a rectangle is equal to the length × width as
    A=l×w; or using p=6g+b to describe a total of points expressed as goals (worth 6 points) and behinds (worth one point)
  • interpreting and using formulas obtained from other sources, for example, maximum heart rates and target heart rates for moderate exercise
  • substituting numerical values for variables when using formulas and calculating the value of an unknown in practical situations; for example, calculating weekly wage W given base wage b and overtime hours h at 1.5 times rate r, W=b+1.5 ×h ×r, using values for mass m and volume v to determine density d of a substance where d=mv
  • using everyday formulas and their application to contexts on Country/Place, investigating the relationships between variables

  VC2M7A01 | Mathematics | Mathematics Version 2.0 | Level 7 | Algebra

• VC2M7N03

  find equivalent representations of rational numbers and represent positive and negative rational numbers and mixed numbers on a number line

  Elaborations

  • investigating equivalence of fractions using common multiples and a fraction wall, diagrams or a number line to show that a fraction such as 23 is equivalent to 46 and 69 and therefore 23 < 56
  • expressing a fraction in simplest form using common divisors
  • applying and explaining the equivalence between fraction, decimal and percentage representations of rational numbers, for example, 16%, 0.16, 16100 and 425, using manipulatives, number lines or diagrams
  • representing positive and negative fractions and mixed numerals on various intervals of the real number line, including intervals that are not symmetrical about zero

  VC2M7N03 | Mathematics | Mathematics Version 2.0 | Level 7 | Number

• VC2M7N06

  use the 4 operations with positive rational numbers, including fractions and decimals, to solve problems using efficient mental and written calculation strategies

  Elaborations

  • solving addition and subtraction problems involving fractions and decimals; for example, using rectangular arrays with dimensions equal to the denominators, algebra tiles, digital tools or informal jottings
  • choosing an appropriate numerical representation for a problem so that efficient computations can be made, such as 12.5%, 18, 0.125 or 1251000
  • developing efficient strategies with appropriate use of the commutative and associative properties, place value, patterning, and multiplication facts to solve multiplication and division problems involving fractions and decimals; for example, using the commutative property to calculate 23 of 12 , giving 12 of 23=13
  • solving multiplicative problems involving fractions and decimals using fraction walls, rectangular arrays, algebra tiles, calculators or informal jottings
  • developing efficient strategies with appropriate use of the commutative and associative properties, regrouping or partitioning to solve additive problems involving fractions and decimals
  • carrying out calculations to solve problems using the representation that makes computations efficient, such as 12.5% of 96 is more efficiently calculated as 18 of 96, including contexts such as comparing land use by calculating the total local municipal area set aside for parkland or manufacturing and retail, the amount of protein in daily food intake across several days, or increases or decreases in energy accounts each account cycle

  VC2M7N06 | Mathematics | Mathematics Version 2.0 | Level 7 | Number

• VC2M7A02

  apply the associative, commutative and distributive laws to aid mental and written computation, and formulate algebraic expressions using constants, variables, operations and brackets

  Elaborations

  • simplifying calculations
  • forming simple estimates for calculations involving multiple and/or combined operations
  • generalising arithmetic expressions to algebraic expressions involving constants, variables, operations and brackets; for example, 7+7+7=3×7, x+x+x=3×x noting that 3x includes implied multiplication and recognising the difference between 3x+4 and 3x+4
  • formulating algebraic expressions that represent mathematical relationships; for example, translating from words to symbols in ‘think of a number’ type activities
  • recognising and applying the concept of variable as something that can change in value, investigating the relationships between variables, and the application to processes on Country/Place, including how cultural expressions of Aboriginal and Torres Strait Islander Peoples, such as storytelling, communicate mathematical relationships that can be represented as mathematical expressions

  VC2M7A02 | Mathematics | Mathematics Version 2.0 | Level 7 | Algebra

• VCFRC055

  Participate in a range of spoken and written interactions, for example, exchanging views or experiences, apologising or excusing, inviting or congratulating

  Elaborations

  • using the appropriate register when exchanging greetings, introductions, apologies or health enquiries, for example, Salut mon pote! Ça roule? Bonjour, Mademoiselle Charpent, comment allez-vous? Enchanté! Je m’excuse, Monsieur, vous vous appellez comment? Ciao, Pierre, à tout de suite!
  • using descriptive and expressive language to talk about aspects of school, home and social life, for example, Ma sœur m’ennuie parce que…; c’est bien/dûr d’être ado car…; ce que je déteste/j’adore, c’est la musique/l’informatique /les maths; s’il faut redoubler…!
  • communicating in face-to-face or online discussion and debate with peers and French-speaking contacts about social and environmental issues, such as l’influence de la musique, l’environnement digital or le recyclage, referencing community attitudes and changing practices
  • composing formal and informal versions of invitations and/or replies to invitations, taking account of the context and the relationship with the recipient of the text

  VCFRC055 | Languages | French | F–10 Sequence | Levels 7 and 8 | Communicating | Socialising

• VCZHC198

  Adapt events and characters from popular Chinese narratives for particular audiences and to create specific effects

  Elaborations

  • creating songs or jingles to promote products, services or events in imaginative ways
  • performing Chinese songs, experimenting with rhythm, voice, emotion and gesture to convey the songs’ intended sentiment and meaning and to enhance entertainment
  • exploring personal response to people, places, events and experiences within texts (for example, creating a diary entry from the perspective of a character encountered in a traditional story), and reflecting on language choices made
  • creating short narratives to capture the experiences, thoughts and emotions of characters in imagined contexts
  • creating digital stories by producing labels for pictures, photographs and cartoons, and presenting them in combination with sound, voice and music to convey a sequence of events
  • plotting a storyline in Chinese, considering: Who is the main character? How can I make this character interesting to readers? How can I sequence my story to grab the reader’s attention?
  • creating narratives to describe imagined experiences in diverse contexts, based on sample topics and texts, for example, imagining a visit to China and recounting a visit to a homestay family or an adventure on the Great Wall, or describing experiences when a Chinese student comes to stay in Australia
  • creating stories in various literary styles (for example, 记叙文、散文、诗歌), experimenting with descriptive language to capture the intensity of characters’ emotions and to create tension, for example, 我看到好多漂亮的花，有粉红的，雪白的，真是太美了

  VCZHC198 | Languages | Chinese | Background Language Learner | 7–10 Sequence | Levels 7 and 8 | Communicating | Creating

• VCELC163

  Participate in intercultural interactions, reflecting on choices and adjustments made to language and behaviour when communicating in Greek and demonstrating awareness of the importance of shared understanding

  Elaborations

  • experimenting with Greek gestures and body language, considering which should and should not be used in interactions with others, for example, signalling downwards to beckon others
  • making appropriate language choices with awareness of social situations, for example, using the polite plural form when speaking to people who are older or not familiar
  • interacting, face-to-face or online, with members of Greek-speaking communities, describing the experience and reflecting on the most appropriate ways of interacting with Greek speakers such as an elderly person, or a recent arrival from Greece or Cyprus
  • reflecting on how own cultural etiquette and behaviour may be interpreted when interacting with Greek speakers, noticing own body language and modifying gestures such as tilting head backward to indicate ‘no’

  VCELC163 | Languages | Modern Greek | F–10 Sequence | Levels 7 and 8 | Communicating | Reflecting

• VCZHC086

  Respond to simple narratives and create short texts about imagined characters and events

  Elaborations

  • creating digital stories by producing labels for pictures, photos and cartoons in combination with sound, voice and music to convey a sequence of events in imagined contexts
  • reading jokes or cartoons in Chinese and discussing how humour is conveyed through words and the presentation of ideas, comparing this to humour in English and discussing whether ‘entertainment’ means the same thing in different languages and cultures
  • reading short texts such as comics and cartoons, and matching labels and speech to the characters to convey ideas and emotions, for example, using euphemistic phrases to capture the emotions and reactions of characters (真的吗？真倒霉！哎呀！)
  • plotting a storyline, considering: Who is the main character? How can I make this character interesting to readers? How can I sequence my story to grab the reader’s attention?

  VCZHC086 | Languages | Chinese | Second Language Learner | 7–10 Sequence | Levels 7 and 8 | Communicating | Creating

• 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

• 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

• VC2M7A03

  solve one-variable linear equations of increasing complexity with natural number solutions; verify equation solutions by substitution

  Elaborations

  • recognising that solving an equation is a process of determining a value that makes the equation true; and using substitution to determine whether a given number is a solution to an equation or not
  • solving equations using concrete materials, the balance model and backtracking, explaining the process
  • solving linear equations such as 3x+7=19 algebraically, and verifying the solution by substitution

  VC2M7A03 | Mathematics | Mathematics Version 2.0 | Level 7 | Algebra

• VCASFU233

  Develop awareness of the sociocultural context, nature and status of Auslan and of the Deaf community in multilingual Australia

  Elaborations

  • identifying the importance of place and space in the Deaf community, exploring why some places and spaces ensure that a visual language is more accessible to deaf people and promotes a sense of cultural belonging, for example by identifying factors that make a classroom ‘Deaf friendly’, such as U-shape seating, minimisation of window glare/reflection, good lighting and acoustics, flashing lights, suitable interpreter location
  • identifying examples of deaf people’s visual orientation towards the world, such as using visual applause or being astute in reading body language
  • describing how and why deaf people use vibrating devices to alert them to alarms or information, or have flashing lights for the door, phone, alarm clock, baby cry alarm and other systems
  • understanding cultural values associated with the conferring of name signs on those such as second language learners of Auslan who are joining the Deaf community
  • explaining the role and function of Auslan–English interpreters and Deaf interpreters and the access and opportunities they provide
  • identifying and describing physical markers of identity among deaf people, including the use of sign language and/or hearing devices such as hearing aids, cochlear implants and FM systems
  • exploring variation in Auslan fluency among their classmates and members of the Deaf community, identifying the influence of variables such as where and when people learnt to sign and whether they are from a deaf or hearing family
  • investigating how Auslan and Deaf culture are promoted in the wider community, for example through the influence of organisations such as Deaf Australia; the work of high-profile individuals such as activists or actors; or through events such as NWDP Deaf Festival, Australian Deaf Games or Deaf art exhibitions
  • understanding the nature of the transmission of Auslan, for example how in most cases Auslan is not passed on from parent to child but often from child to child, or to children by adults outside the family, and knowing that some Deaf people learn Auslan as a late acquired language in early adulthood
  • exploring the nature of multilingualism in the Deaf community, including the use of Auslan, English and other signed and spoken languages, considering how and when people typically switch between languages and dialects
  • investigating the use of digital technology/communication by Auslan users, for example, social media, SMS/texting and NRS and VRS, discussing how these modes of communication impact on issues such as accessibility and communication between members of the Deaf community
  • investigating communication methods used by deaf and hard of hearing members of Aboriginal and Torres Strait Islander communities
  • discussing behaviour associated with cultural practices, language and traditions, for example, by discussing the concept of reciprocity as a manifestation of how community members share responsibility for each other’s wellbeing, or the value placed on the use of sign language for shared understanding and trust

  VCASFU233 | Languages | Auslan | Second Language Learner | 7–10 Sequence | Levels 7 and 8 | Understanding | Language awareness

• Digital Technologies: Levels 7 and 8 achievement standards

  By the end of Level 8, students distinguish between different types of networks and their suitability in meeting defined purposes.

  Students explain how text, image and sound data can be represented and secured in digital systems and presented using digital systems. They analyse and evaluate data...

  Level description | Technologies | Digital Technologies | Levels 7 and 8

• VC2M7N09

  recognise, represent and solve problems involving ratios

  Elaborations

  • using diagrams, physical or virtual materials to represent ratios, recognising that ratios express the quantitative relationship between 2 or more groups; for example, using counters or coloured beads to show the ratios 1:4 and 1:1:2
  • using fractions to solve ratio problems involving comparison of quantities and considering part-part and part-whole relations; for example, dividing a set into the ratio 1:2 by determining the number of parts as 3
  • sharing quantities in a given ratio; for example, sharing an amount of money in a given ratio, such as sharing $20 in the ratio 2:3
  • applying ratios to realistic and meaningful contexts – for example, mixing 500 millilitres of a liquid with a concentration of 1:4 means 15 concentrate and 45 water so, 0.2 of 500 millilitres is concentrate and 0.8 of 500 millilitres is water – and interpreting results in context

  VC2M7N09 | Mathematics | Mathematics Version 2.0 | Level 7 | Number

• VC2M7N02

  represent natural numbers in expanded notation using powers of 10, and as products of powers of prime numbers using exponent notation

  Elaborations

  • relating the sequences 10, 100, 1000, 10 000 … and 10¹, 10², 10³, 10⁴ …
  • applying and explaining the connections between place value and expanded notations, for example, 7000=7×103 and 3750=3×103+7×102+5×101
  • applying knowledge of factors to strategies for expressing natural numbers as products of powers of prime factors, such as repeated division by prime factors or creating factor trees, for example, 48=6×8=2×3×2×2×2=31×24=3×24
  • developing familiarity with the sequence 1, 2, 4, 8, 16, 32, 64, 128, 256, 512 and powers of 2; the sequence 1, 3, 9, 27, 81, 243, 729 and powers of 3; and the sequence 1, 5, 25, 125, 625 and powers of 5
  • solving problems involving lowest common multiples and greatest common divisors (highest common factors) for pairs of natural numbers by comparing their prime factorisation

  VC2M7N02 | Mathematics | Mathematics Version 2.0 | Level 7 | Number

• VC2M7N01

  describe the relationship between perfect square numbers and square roots, and use squares of numbers and square roots of perfect square numbers to solve problems

  Elaborations

  • investigating squares of natural numbers from one to 20, and connecting them to visual representations such as dots arranged in a square pattern
  • using the square and square root notation, and the distributive property and area diagrams, to calculate the squares of two-digit numbers; for example, 432=40+32=402+2×40×3+32=1600+240+9=1849
  • determining between which 2 consecutive natural numbers the square root of a given number lies; for example, 43 is between the square numbers 36 and 49 so 43 is between 36 and 49 and therefore between 6 and 7
  • generating a list of perfect square numbers and describing any emerging patterns, for example, the last digit of perfect square numbers, or the difference between consecutive square numbers, and recognising the constant second difference
  • using the relationship between perfect square numbers and their square roots to determine the perimeter of a square tiled floor using square tiles; for example, an area of floor with 144 square tiles has a perimeter of 48 tile lengths

  VC2M7N01 | Mathematics | Mathematics Version 2.0 | Level 7 | Number