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• VCHHK076

  Significance of days and weeks celebrated or commemorated in Australia and the importance of symbols and emblems, including Australia Day, ANZAC Day, Harmony Week, National Reconciliation Week, NAIDOC week and National Sorry Day

  Elaborations

  • identifying and discussing the historical origins of an significant Australian celebration or commemoration
  • generating a list of local, state and national symbols and emblems, for example club emblems, school logos, flags, floral emblems, coat of arms, and discussing their origins and significance
  • examining the symbolism of flags such as the Australian, Aboriginal and Torres Strait Islander flags, and recognising special occasions when they are flown, for example, all three flags are flown during NAIDOC week, National Reconciliation Week, National Sorry Day and MABO day
  • recognising the significance of other days or weeks including the Anniversary of the National Apology to Australia’s Indigenous Peoples (2008)

  VCHHK076 | The Humanities | History | Levels 3 and 4 | Historical Knowledge | Community, remembrance and celebrations

• VCITC050

  Share aspects of own identity such as appearance, character, background, family, preferences and experiences, including own role as a learner of Italian, and consider how these aspects contribute to identity formation

  Elaborations

  • connecting various experiences of learning Italian and describing how learning Italian has influenced own everyday behaviour and language use, for example, using Italian outside the Italian classroom, playing Italian games online, going to dinner at an Italian restaurant and being able to read some of the signs and/or the menu
  • connecting various experiences and reflecting on self in interaction with others and how each person is perceived by others, for example, Sono fiero perché … Gli italiani in Australia amano.. Mia nonna è contenta quando … lo sono contento di parlare … Sono timido … Non parlo … Ho imparato … Ho visto …. Sono sorpreso di scoprire...

  VCITC050 | Languages | Italian | F–10 Sequence | Levels 5 and 6 | Communicating | Reflecting

• VCITU128

  Extend knowledge of and use more complex features and patterns of the Italian grammatical system, including possessive, reflexive, demonstrative and relative pronouns; irregular and reflexive verbs; and comparatives and superlatives

  Elaborations

  • learning how to use:
    
    • articles — rules for inclusion or omission, for example, mio padre and il mio papà; Buongiorno signora… È la signora …
      
    • nouns — irregular plurals (for example, la città/le città, il dito/le dita), and collective nouns, for example, la gente
      
    • pronouns — possessive, reflexive, demonstrative and relative
      
    • comparatives and superlatives (regular and irregular) to make descriptions more precise, for example, Il film è piu bello del romanzo; è bellissimo
      
    • adverbs of time and manner, for example, ieri, di solito
      
    • prepositions (articulated or simple) to indicate destinations and directions, for example, in Italia, a Roma, al parco
      
    • interrogatives, for example, Chi …? Quando …? Come…?
      
    • verbs indicating action in the present (including irregular verbs and reflexives) and action across time: present perfect; imperfect; exposure to the future and conditional tenses and impersonal si; use of modals to indicate ability/willingness/necessity
      
    • compound sentences (for example, Mi piace la pizza ma preferisco le lasagne), and complex sentences, for example, La città che ho visitato era bellissima

  VCITU128 | Languages | Italian | 7–10 Sequence | Levels 9 and 10 | Understanding | Systems of language

• VCKOC158

  Share responses to a range of imaginative texts in different forms including digital texts by expressing opinions and feelings about key ideas, characters and actions, making connections with own experience or feelings

  Elaborations

  • listening to and viewing texts in various modes including those in digital mode (for example, performances, game shows and artwork), sharing opinions or feelings about them using expressions such as … 어때요?; 좋아요/좋았어요; 재미있어요/재미있었어요
  • producing storyboards to represent key events in different types of imaginative texts, including captions or word bubbles to capture moods or feelings, for example, 무서워요; 행복해요; 이상해요
  • asking about and providing reasons for feelings and opinions using 왜요? and 왜냐하면 … as set phrases
  • responding to questions about characters, events or effects in different types of imaginative texts such as puppet shows, stories and films, using modelled language to express reactions, for example, 용감해요, 예뻐요, 슬퍼요, 아파요
  • comparing favourite characters instories, plays or cartoons, listing words or expressions associated with their personality (…은/는 착해요, 예뻐요, 멋있어요, 무서워요,이상해요, …) and explaining how they can relate to them (저는 …이/가 좋아요, 싫어요, …)

  VCKOC158 | Languages | Korean | F–10 Sequence | Levels 5 and 6 | Communicating | Creating

• VCKOC199

  Create bilingual texts that reflect aspects of Australian culture (for example, Christmas celebrations) for Korean-speaking audiences in the school and wider community including virtual communities, reflecting on how meaning can be conveyed effectively

  Elaborations

  • creating captions or commentaries using Korean or English to accompany texts produced in English or Korean such as lyrics, video clips and film extracts, exchanging and comparing own bilingual texts with peers, discussing which version better fits the original version and why
  • producing public texts for different contexts in both Korean and English such as brochures, advertisements or leaflets, for example, for Korean exchange students to Australia or for student visitors to Korea on a study tour, and reflecting on the process of working in both languages
  • creating bilingual texts such as video clips with subtitles explaining Australian cultural practices, for example, bushwalking, New Year’s Eve celebrations, the Melbourne Cup

  VCKOC199 | Languages | Korean | F–10 Sequence | Levels 9 and 10 | Communicating | Translating

• 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

• VCLAU008

  Understand concepts of accidence and syntax used in simple and compound Latin sentences, including parts of speech, case, gender, number, person, declension and conjugation, agreement and tense, and conventions of sentence structure

  Elaborations

  • identifying parts of speech and their functions in texts, such as in statements, direct speech, commands and questions
  • exploring the concepts of number, gender, case and the metalanguage used to describe nouns
  • understanding noun inflections and their usage in first, second and third declensions:
    • case: nominative, vocative, accusative, genitive, dative, ablative, for example, amicus, amice, amicum, amici, amico, amico
    • number: villa, villae
    • gender: masculine dominus, feminine domina, neuter atrium, common canis, parens
  • recognising personal pronouns and pronominal adjectives, and identifying number, gender and case, for example, ego, tu, nos, vos; meus, tuus
  • recognising interrogative pronouns, for example, quis, quis, quid
  • recognising demonstrative pronouns, for example, hic, haec, hoc; ille, iste
  • identifying cardinal numbers unus to viginti and ordinal numbers primus to decimus
  • recognising prepositional phrases and the different forms of prepositions, for example, e villa, ex urbe
  • distinguishing between the meanings of prepositions when governing different cases, for example, in villam, in villa
  • exploring the concepts of verb number, person and tense, the metalanguage used to describe verbs
  • identifying endings of verbs in the four conjugations, and regular and irregular verbs in the present tense, active voice
  • identifying the use of the imperative, for example, tacete vos omnes
  • identifying first/second and third declension adjectives, for example, laeta/laetus; tristis
  • recognising agreement of adjectives and nouns in number, gender and case, for example, puella tristis, frater magnus, and how word order may differ from English
  • interpreting compound sentences using conjunctions, for example, canis intrat sed non latrat
  • recognising adverbs, for example, servus diligenter laborat
  • understanding conventions of word order in Latin sentences, such as subject + direct object + indirect object + verb, for example, puella librum fratri legit, and how those conventions can be used to anticipate the development of a sentence
  • developing strategies for building on prior knowledge and learning new grammar, for example, mnemonic devices, paradigms, drill exercises, online learning tools

  VCLAU008 | Languages | Latin | Levels 7 and 8 | Understanding | Systems of language

• VCLAU023

  Understand concepts of accidence and syntax used in complex Latin sentences, including subordinate clauses, non-finite verb forms, pronoun forms, mood, voice, and conventions of complex sentence structure

  Elaborations

  • identifying the endings of fourth and fifth declension nouns, for example, exercitus, cornua; dies, fides
  • acknowledging that nouns may have unexpected genders, for example, first declension agricola (m), second declension pirus (f)
  • recognising relative, emphatic and indefinite pronouns, for example, qui, quae, quod; ipse; quisquis; quidam
  • recognising reflexive pronouns and adjectives, for example, se; suus
  • analysing case usage of nouns in all five declensions, for example, partitive genitive quid novi?
  • identifying and understanding the use of the locative case, for example, Romae, Pompeiis
  • identifying and understanding words used in apposition in all cases, for example, Venus, dea, est pulchra
  • explaining case usage of pronouns, for example, personal ego, tu, nos, vos; demonstrative hic, ille; interrogative quis, quis, quid; relative qui, quae, quod; emphatic ipse, ipsa, ipsum; reflexive me, te, nos, vos, se
  • distinguishing the use of different moods
  • extending identification of indicative endings of regular and irregular verbs to different tenses
  • understanding the concept of the principal parts for verbs in all conjugations, for example, voco, vocare, vocavi, vocatum; sum, esse, fui
  • identifying and understanding the use of infinitives for all four conjugations and irregular verbs, for example, a prolative infinitive with amat, such as natare amat
  • recognising impersonal expressions, for example, mihi difficile est dormire
  • understanding the use of present, future and perfect participles, for example, clamans, moriturus, vocatus
  • recognising passive voice forms and the forms of deponent verbs and distinguishing their meanings, for example, laudata est – she has been praised; collapsa est – she collapsed
  • distinguishing in complex sentences between principal and subordinate clauses, for example, relative, causal, temporal, concessive, conditional, such as si/nisi with the indicative
  • recognising comparison of adjectives and adverbs, regular and irregular, for example, stulta, stultior, stultissima; malus, peior, pessimus
  • recognising quam + superlative, for example, quam celerrime
  • understanding conventions of the use of numbers to express distance, capacity, time and price, for example, duo milia passuum, quinquaginta denariis
  • understanding the conventions of the Roman calendar, for example, a.d. XIV Kal Jul
  • recognising creative variations in Latin word order, for example, delay of a key word or clause to create suspense, ordering of clauses to increase impact, bracketing/nesting, juxtaposition

  VCLAU023 | Languages | Latin | Levels 9 and 10 | Understanding | Systems of language

• 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

• VC2M9M05

  use mathematical modelling to solve practical problems involving direct proportion, rates, ratio and scale, including financial contexts; formulate the problems and interpret solutions in terms of the situation; evaluate the model and report methods and findings

  Elaborations

  • modelling situations that involve direct proportion (such as pro rata pay rates, exchange rates, multiple quotes for a job, conversion between scales or other appropriate science contexts); for example, situations that involve Hooke’s law and other science contexts involving wavelengths and frequencies
  • modelling situations that impact on image editing used in social media and how proportion may not be maintained and can result in distorted images
  • modelling situations involving compliance with building and construction standards in design and construction, such as the rise and tread of staircases, and vertical and horizontal components of escalators
  • modelling situations involving the application of rates in practical contexts, for example, density, birth, flow or heartbeats
  • exploring fire techniques in land management practices used by Aboriginal and Torres Strait Islander Peoples that use proportion relationships, including the rate of fire spread in different fuel types to wind speed, temperature and relative humidity

  VC2M9M05 | Mathematics | Mathematics Version 2.0 | Level 9 | Measurement

• VC2M5N01

  interpret, compare and order numbers with more than 2 decimal places, including numbers greater than one, using place value understanding; represent these on a number line

  Elaborations

  • making models of decimals including tenths, hundredths and thousandths by subdividing materials or grids, and explaining the multiplicative relationship between consecutive places; for example, explaining that thousandths are 10 times smaller than hundredths, or writing numbers into a place value chart to compare and order them
  • renaming decimals to assist with mental computation; for example, when asked to solve 0.6 ÷ 10 they rename 6 tenths as 60 hundredths and say, ‘If I divide 60 hundredths by 10, I get 6 hundredths’ and write 0.6 ÷ 10 = 0.06
  • using a number line or number track to represent and locate decimals with varying numbers of decimal places and numbers greater than one and justifying the placement; for example, 2.335 is halfway between 2.33 and 2.34, that is, 2.33 < 2.335 < 2.34, and 5.283 is between 5.28 and 5.29 but closer to 5.28
  • interpreting and comparing the digits in decimal measures, for example, the length or mass of animals or plants, such as a baby echidna weighing 1.78 kilograms and a platypus weighing 1.708 kilograms
  • interpreting plans or diagrams showing length measures as decimals, placing the numbers into a decimal place value chart to connect the digits to their value

  VC2M5N01 | Mathematics | Mathematics Version 2.0 | Level 5 | Number

• 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

• VC2M1N05

  use mathematical modelling to solve practical problems involving additive situations, including simple money transactions; represent the situations with diagrams, physical and virtual materials; use calculation strategies to solve the problem

  Elaborations

  • modelling problems involving addition and subtraction presented in stories, using a Think Board to represent the problem, solving the problem using physical materials and explaining the connections between any materials used, the Think Board diagram and the numbers within the story
  • modelling simple money problems involving addition and subtraction using whole dollar amounts; for example, setting up a shop and role-playing practical problems of buying and selling goods, using addition and subtraction with play money and prices in whole dollar amounts; or solving the problem ‘I had $14 and was given $15 for my birthday’ using addition to answer the problem
  • modelling a variety of different additive situations to solve practical problems; for example, keeping track of the number of people on a bus as it stops to pick up and drop off passengers or the number of people entering a lift

  VC2M1N05 | Mathematics | Mathematics Version 2.0 | Level 1 | Number

• VC2M8SP03

  describe in different ways the position and location of three-dimensional objects in 3 dimensions, including using a three-dimensional Cartesian coordinate system with the use of dynamic geometry software or other digital tools

  Elaborations

  • locating aircraft or drones using latitude, longitude and altitude as a three-dimensional coordinate system
  • constructing three-dimensional objects using 3D printers or designing software that uses a three-dimensional coordinate system
  • comparing and contrasting two-dimensional and three-dimensional coordinate systems by highlighting what is the same and what is different, including virtual maps versus street views
  • using dynamic geometry software to construct shapes and objects within the first quadrant of a three-dimensional coordinate system
  • interpreting three-dimensional coordinate locations for objects in multistorey car parks, or playing games based on three-dimensional coordinate systems such as three-dimensional noughts-and-crosses
  • exploring position and transformation through geospatial technologies used by Aboriginal and/or Torres Strait Islander communities

  VC2M8SP03 | Mathematics | Mathematics Version 2.0 | Level 8 | Space

• VCMSP179

  Construct suitable data displays, with and without the use of digital technologies, from given or collected data. Include tables, column graphs and picture graphs where one picture can represent many data values

  Elaborations

  • exploring ways of presenting data and showing the results of investigations
  • investigating data displays using many-to-one correspondence

  VCMSP179 | Mathematics | Level 4 | Statistics and Probability | Data representation and interpretation

• VC2M10ST04

  analyse claims, inferences and conclusions of statistical reports in the media and other places, by linking claims to displays, statistics and representative data, including ethical considerations and identification of potential sources of bias

  Elaborations

  • identifying potentially misleading data representations in the media such as graphs with broken axes and scales that do not start at zero or are nonlinear; and recognising when data is not relating to the claim, not representative of the population or is deliberately being used to mislead or support a claim or biased point of view
  • investigating the source and size of the sample from which the data was collected and deciding whether the sample is appropriately representative of the population 
  • investigating population proportions and rates, and discussing potential ethical considerations, for example, when presenting statistical data involving infection rates and the number of cases per head of population
  • discussing the ethical considerations associated with collecting data to predict the number of people likely to be infected with a strain of flu or experience side effects with a certain medication, considering validity claims and sample sizes
  • using the concept of Indigenous data sovereignty to critique and evaluate the Australian Government’s ‘Closing the Gap’ report 

  VC2M10ST04 | Mathematics | Mathematics Version 2.0 | Level 10 | Statistics

• VC2M10ST01

  compare data distributions for continuous numerical variables using quartiles and interquartile range and appropriate data displays including boxplots, histograms and dot plots; discuss the shapes of these distributions in terms of centre, spread, shape and outliers in the context of the data

  Elaborations

  • finding the five-number summary (minimum and maximum values, median and upper and lower quartiles) and using its graphical representation, the boxplot, as tools for both numerically and visually comparing the centre and spread of data sets
  • exploring the effect of varying data values, including outliers, on the interquartile range for different sets of data
  • constructing and interpreting boxplots and using them to compare data sets, understanding that boxplots are an efficient and common way of representing and summarising data and can facilitate comparisons between data sets
  • comparing shapes of distributions using boxplots, histograms, cumulative frequency graphs and dot plots, discussing symmetry, skew and modality
  • using digital tools to compare boxplots and histograms as displays of the same data in the light of the statistical questions being addressed and the effectiveness of the display in helping to answer the question
  • comparing the information that can be extracted and the stories that can be told about continuous and discrete numerical data sets that have been displayed in different ways, including histograms, dot plots, boxplots and cumulative frequency graphs

  VC2M10ST01 | Mathematics | Mathematics Version 2.0 | Level 10 | Statistics

• VCNRU016

  Recognise that Australia has speakers of many different languages, including the language being studied, and that languages borrow words from each other and sometimes use the same alphabet symbols and vocabulary

  Elaborations

  • understanding and recognising, where applicable, the similar order of letters and comparing the lower and uppercase alphabet in the language and English-alphabet letters
  • understanding that there are many everyday words and names in English that have origins in other languages, for example, alphabet, telephone, echidna, eucalyptus, disco, hippopotamus, Zoe

  VCNRU016 | Capabilities | Critical and Creative Thinking | Foundation to Level 2 | Understanding | Language variation and change

• VCPSCSO050

  Evaluate own and others contribution to group tasks, critiquing roles including leadership and provide useful feedback to peers, evaluate task achievement and make recommendations for improvements in relation to team goals

  Elaborations

  • assessing the overall success of completion of a task by a group
  • describing and reflecting on the relative contribution of individual group members to the overall completion of a task and provide feedback to peers
  • relating group success to the clarity of roles each member has and develop strategies to ensure future role division aligns with the demands of tasks and skill sets of group members
  • suggesting improvements to the process of working in teams, by reflecting on a specific experience

  VCPSCSO050 | Capabilities | Personal and Social Capability | Levels 9 and 10 | Social Awareness and Management | Collaboration

• VCSIS135

  Independently plan, select and use appropriate investigation types, including fieldwork and laboratory experimentation, to collect reliable data, assess risk and address ethical issues associated with these investigation types

  Elaborations

  • explaining the choice of variables to be controlled, changed and measured in an investigation
  • identifying and managing potential hazards of chemicals or biological materials used in experimental investigations or fieldwork
  • deciding how much data are needed to obtain reliable measurements
  • using modelling and simulations, including using digital technologies, to investigate situations and events
  • using the internet to facilitate collaboration in joint projects and discussions

  VCSIS135 | Science | Levels 9 and 10 | Science Inquiry Skills | Planning and conducting