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• VCEALL577

  Use organisational and visual elements to suggest the content of a text

  Elaborations

  • referring to visuals to predict and locate content in a text, for example a text title, supporting picture, graph or chart
  • using organisational or visual features to preview or summarise a studied text, for example a simple dot-point list or mind map

  VCEALL577 | Curriculum content | English as an Additional Language (EAL) | Level C1 | Reading and Viewing | Linguistic Structures and Features

• VCMSP271

  Describe and interpret data displays using median, mean and range

  Elaborations

  • using mean and median to compare data sets and explaining how outliers may affect the comparison
  • locating mean, median and range on graphs and connecting them to real life

  VCMSP271 | Mathematics | Level 7 | Statistics and Probability | Data representation and interpretation

• VCSIS053

  Use a range of methods, including drawings and provided tables, to sort information

  Elaborations

  • using matching activities, including identifying similar things, odd-one-out and opposites
  • sorting information in provided tables or graphic organisers
  • constructing column and picture graphs with teacher guidance to record gathered information

  VCSIS053 | Science | Foundation to Level 2 | Science Inquiry Skills | Recording and processing

• VC2M6A01

  recognise and use rules that generate visually growing patterns and number patterns involving rational numbers

  Elaborations

  • investigating patterns such as the number of tiles in a geometric pattern, or the number of dots or other shapes in successive repeats of a strip or border pattern, looking for patterns in the way the numbers increase or decrease
  • using a calculator or spreadsheet to experiment with number patterns that result from multiplying or dividing; for example, 1 ÷ 9, 2 ÷ 9, 3 ÷ 9 …, 210 × 11, 211 × 11, 212 × 11 …, 111 × 11, 222 × 11, 333 × 11 …, or 100 ÷ 99, 101 ÷ 99, 102 ÷ 99 …
  • creating an extended number sequence that represents an additive pattern using decimals; for example, representing the additive pattern formed as students pay their $2.50 for an incursion as 2.50, 5.00, 7.50, 10.00, 12.50, 15.00, 17.50 …
  • investigating the number of regions created by successive folds of a sheet of paper (one fold, 2 regions; 2 folds, 4 regions; 3 folds, 8 regions) and describing the pattern using everyday language
  • creating a pattern sequence with materials, writing the associated number sequence and then describing the sequence with a rule so someone else can replicate it with different materials; for example, using matchsticks or toothpicks to create a growing pattern of triangles using 3 for one triangle, 5 for 2 triangles and 7 for 3 triangles and describing the pattern as ‘Multiply the number of triangles by 2 and then add one for the extra toothpick in the first triangle’

  VC2M6A01 | Mathematics | Mathematics Version 2.0 | Level 6 | Algebra

• VCESC189

  Create bilingual texts that interpret aspects of Australian language and culture for Spanish-speaking audiences

  Elaborations

  • creating bilingual texts that present aspects of school life in Australia for Spanish-speaking students and parents, for example, a print leaflet or digital display about school excursions
  • considering how to maintain the integrity of original texts when translating, for example, explaining culture-specific concepts such as ‘the bush’ or ‘being a Wally with water’, and considering the use of register and idioms
  • producing bilingual texts such as video clips with subtitles explaining Australian cultural practices, for example, bushwalking, New Year’s Eve celebrations and the Melbourne Cup
  • producing public texts such as signs and posters in both Spanish and English, and commenting on the process of working in both languages

  VCESC189 | Languages | Spanish | F–10 Sequence | Levels 9 and 10 | Communicating | Translating

• 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

• VCASFC001

  Communicate with teacher, peers and familiar adults in guided and free interactions that develop social and communicative skills

  Elaborations

  • interacting with others using greetings according to relationship, context and time of day, for example: HELLO, HOW-ARE-YOU? SEE LATER, GOOD MORNING M-R-J-O-N-E-S
  • asking and answering questions about families, friends, pets, routines or pastimes, for example:
    PRO2 ARRIVE SCHOOL HOW? CAR TAXI WALK G:WELL?
    How do you get to school?
    WHAT POSS2 FAVOURITE SPORT WHAT?
    What’s your favourite sport?
    POSS1 BIRTHDAY WHEN D-E-C
    My birthday is in December.
    
  • using everyday social exchanges such as thanking, apologising, expressing wishes or congratulations, for example:
    THANK-YOU HELP-_me
    Thank you for helping me.
    SORRY A-C-C
    I’m sorry, it was an accident.
    GOOD-LUCK POSS2 RACE
    Good luck for your race.
    
  • introducing themselves or a friend to class visitors, for example:
    HELLO POSS1 NAME G-A-V-I-N SIGN-NAME:GAVIN
    Hi, my name’s Gavin and this is my sign name.
    
  • supporting interaction when socialising with their peers, for example by indicating agreement or disagreement through nodding or head shaking
  • recounting personal experiences using specific time markers such as BEFORE, AFTER, LONG-TIME-AGO, YESTERDAY
  • recounting experiences shared as a class, such as excursions or special visitors, using appropriate sequencing of information
  • describing family members, friends or teachers in terms of physical appearance and characteristics, for example:
    PRINCIPAL YOU-KNOW SHORT LONG-HAIR GLASSES?
    You know the principal? She’s short, has long hair and wears glasses.
    POSS1 BROTHER OLD++ TALL SKINNY
    My brother is older; he’s tall and skinny.
    
  • comparing likes, dislikes and preferences, for example:
    PRO1 LIKE APPLE PRO1 DON’T-LIKE ORANGE
    I like apples but I don’t like oranges.
    
  • exploring different ways of expressing emotion through the use of NMFs and lexical signs, for example:
    PRO3 TEASE-_me
    She teased me.
    NOW PRO1 HAPPY BEFORE PRO1 CRANKY
    I’m happy now but before I was cranky.
    
  • sharing their opinions about classmates or classroom resources using evaluative language and superlatives, for example:
    S-A-M RUN FAST C-H-R-I-S WOW FAST SPEED
    Sam runs fast but Chris runs the fastest.
    THAT BEST COMPUTER
    That’s the best computer.
    
  • sharing information about personal experiences or recent events, using time markers that incorporate numerals, such as THREE-DAYS-AGO, NEXT-WEEK, LAST YEAR, IN-TWO-DAYS
  • referring to family members’ and classmates’ names using fingerspelling or sign names as appropriate
  • describing class activities using plain or indicating verbs, modifying the indicating verbs some of the time, for example:
    THERE SIT BOOK READ, FINISH PUT++
    Over there we sit and read books, and when we’re finished we put them away.
    PENCIL PRO1 GIVE++
    I’ll give out the pencils.
    
  • conversing with friends using appropriate turn-taking strategies
  • asking and answering questions related to time, place, number, days of the week, months and seasons, for example:
    WHY SHOULD LOOK-_left LOOK-_right BEFORE ROAD CROSS
    Why do we need to look left and right before crossing the road?
    ONE WEEK DS:length HOW-MANY DAY?
    How many days in a week?
    
  • describing relationships between members of their family or between classmates, for example:
    PRO3 POSS1 COUSIN WE2 GOOD FRIEND.
    She’s my cousin; we’re good friends.
    POSS3 FATHER PUNISH PRO3
    Her father punished her.
    

  VCASFC001 | Languages | Auslan | First Language Learner | F–10 Sequence | Foundation to Level 2 | Communicating | Socialising

• VCEALL495

  Use simple conjunctions to link ideas in short utterances

  Elaborations

  • connecting ideas using common coordinating conjunctions, such as ‘and’, ‘but’
  • linking ideas in short utterances using simple conjunctions, such as ‘I finish number 1 but not number 2’

  VCEALL495 | Curriculum content | English as an Additional Language (EAL) | Level CL | Speaking and Listening | Linguistic Structures and Features

• VCELY128

  Use software or application by selecting images and suggesting simple sentences to accompany the image

  Elaborations

  • typing simple sentences from a sentence stem
  • recording a simple message or a retelling of a story or event, using a simple text to talk program, switch activated communication device or application such as ‘audio memo’ or ‘Proloque2Go’

  VCELY128 | Curriculum content | English | Level D | Writing | Literacy

• VC2M2A01

  recognise, describe and create additive patterns that increase or decrease by a constant amount, using numbers, shapes and objects, and identify missing elements in the pattern

  Elaborations

  • creating a pattern sequence with materials, writing the associated number sequence, and then describing the sequence so someone else can replicate it with different materials; for example, using matchsticks or toothpicks to create a growing pattern of triangles – using 3 for one triangle, 5 for 2 triangles, 7 for 3 triangles – and describing the pattern as ‘Start with 3 and add 2 each time’
  • recognising patterns in the built environment to locate additive pattern sequences (for example, responding to ‘How many windows in one train carriage, 2 train carriages, 3 train carriages …?’ or ‘How many wheels on one car, 2 cars, 3 cars …?’) and recording the results in a diagram or table
  • recognising the constant term being added or subtracted in an additive pattern and using it to identify missing elements in the sequence
  • recognising additive patterns in the environment on Country/Place and in Aboriginal and/or Torres Strait Islander material culture; and representing these patterns using drawings, coloured counters and numbers

  VC2M2A01 | Mathematics | Mathematics Version 2.0 | Level 2 | Algebra

• VC2M10A12

  solve linear equations involving simple algebraic fractions

  Elaborations

  • solving a wide range of linear equations, including those involving one or 2 simple algebraic fractions, and checking solutions by substitution
  • representing word problems, including those involving fractions, as equations and solving them to answer the question

  VC2M10A12 | Mathematics | Mathematics Version 2.0 | Level 10 | Algebra

• VC2MFN04

  partition and combine collections up to 10 using part-part-whole relationships and subitising to recognise and name the parts

  Elaborations

  • recognising numbers represented in physical or virtual ten-frames, and describing their reasoning: ‘It’s 7 because there is 5 there and 2 more’
  • partitioning collections of up to 10 objects in different ways and saying the part-part-whole relationship; for example, partitioning a collection of 6 counters into 4 counters and 2 counters and saying, ‘6 is 4 and 2 more, it’s 2 and 4’, then partitioning the same collection into 5 and 1 or 3 and 3
  • representing part-part-whole relationships in numbers up to 10 using physical or virtual materials; for example, identifying numbers represented by dots in standard number configurations such as on dominoes and dice by recognising parts that form the whole
  • exploring number groupings in Aboriginal and/or Torres Strait Islander Peoples’ counting systems and the different ways of representing these groupings to form and partition numbers, applying this to quantify collections of objects in the environment on Country/Place up to 10

  VC2MFN04 | Mathematics | Mathematics Version 2.0 | Foundation Level | Number

• VC2M1M02

  measure the length of shapes and objects using informal units, recognising that units need to be uniform and used end-to-end

  Elaborations

  • using 2 different units (for example, icy pole sticks and pencils) to measure the length of an object (for example, a desk), and explaining why the number of units used may be different
  • comparing the length of 2 objects, such as a desk and a bookshelf, by laying multiple copies of a unit and counting to say which is longer and how much longer; and explaining why they should not have gaps or overlaps between the units, as this will change the length of the unit
  • measuring the distance between 2 locations using footsteps, comparing the results and explaining why there may be different results, for example, referring to the different lengths of footsteps as using different units
  • measuring and comparing the length of objects using blocks; for example, comparing the height of 2 toys by stacking blocks one on top of the other and counting how many it takes to reach the height of each object to decide which is taller

  VC2M1M02 | Mathematics | Mathematics Version 2.0 | Level 1 | Measurement

• VC2M5N06

  solve problems involving multiplication of larger numbers by one- or two-digit numbers, choosing efficient mental and written calculation strategies and using digital tools where appropriate; check the reasonableness of answers

  Elaborations

  • solving multiplication problems such as 253 × 4 using a doubling strategy, for example, 2 × 253 = 506 and 2 × 506 = 1012
  • solving multiplication problems like 15 × 16 by thinking of factors of both numbers, 15 = 3 × 5, 16 = 2 × 8, and rearranging the factors to make the calculation easier, 5 × 2 = 10, 3 × 8 = 24 and 10 × 24 = 240
  • using an array to show place value partitioning to solve multiplication, such as 324 × 8, thinking 300 × 8 = 2400, 20 × 8 = 160, 4 × 8 = 32 then adding the parts, 2400 + 160 + 32 = 2592; and connecting the parts of the array to a standard written algorithm
  • using different strategies used to multiply numbers, and explaining how they work and if they have any limitations; for example, discussing how the Japanese visual method for multiplication is not effective for multiplying larger numbers

  VC2M5N06 | Mathematics | Mathematics Version 2.0 | Level 5 | Number

• VC2M6N01

  recognise situations, including financial contexts, that use integers; locate and represent integers on a number line and as coordinates on the Cartesian plane

  Elaborations

  • extending the number line in the negative direction to locate and represent integers, recognising the difference in location between (−2) and (+2) and their relationship to zero as −2 < 0 < 2
  • using integers to represent quantities in financial contexts, including the concept of profit and loss for a planned event
  • using horizontal and vertical number lines to represent and find solutions to everyday problems involving locating and ordering integers around zero (for example, elevators, above and below sea level) and distinguishing a location by referencing the 4 quadrants of the Cartesian plane
  • recognising that the sign (positive or negative) indicates a direction in relation to zero – for example, 30 metres left of the admin block is (−30) and 20 metres right of the admin block is (+20) – and programming robots to move along a number line that is either horizontal or vertical but not both at the same time
  • representing the temperatures of the different planets in the solar system, using a diagram of a thermometer that models a vertical number line

  VC2M6N01 | Mathematics | Mathematics Version 2.0 | Level 6 | Number

• VCMNA242

  Compare fractions using equivalence. Locate and represent positive and negative fractions and mixed numbers on a number line

  Elaborations

  • exploring equivalence among families of fractions by using a fraction wall or a number line (for example by using a fraction wall to show that 2/3 is the same as 4/6 and 6/9)

  VCMNA242 | Mathematics | Level 7 | Number and Algebra | Real numbers

• VCMNA094

  Recognise the importance of repetition of a process in solving problems

  Elaborations

  • using one-to-one correspondence to determine which of two sets is larger, or if they are of equal size
  • dividing a set of blocks in a simple ratio such as ‘2 for me’, ‘1 for you’

  VCMNA094 | Mathematics | Level 1 | Number and Algebra | Patterns and algebra

• VCCCTM018

  Consider concrete and pictorial models to facilitate thinking, including a range of visualisation strategies

  Elaborations

  • drawing a picture to represent a descriptive text, such as a written description of a place, person or object, comparing pictures with others and discussing similarities and differences in interpretations
  • suggesting and using pictorial modelling as a strategy to assist in drawing a conclusion, for example suggesting using a bar graph to show ranking of preferences in response to a survey

  VCCCTM018 | Capabilities | Critical and Creative Thinking | Levels 3 and 4 | Meta-Cognition

• VCDTDI015

  Collect, explore and sort data, and use digital systems to present the data creatively

  Elaborations

  • collecting, and sorting data through play, for example collecting data about favourite toys and sorting the results into categories such as toys they like or dislike
  • locating image or text data, for example searching through a digital photo library, taking into account cultural considerations such as appropriate use of images of deceased Aboriginal and Torres Strait Islanders
  • exploring, imagining and comparing the usefulness of different data displays, for example jointly creating simple column graphs and picture graphs to represent different types of items
  • exploring and creating graphs to represent classroom data, for example collecting data on the country of birth of each student and presenting the results as a picture graph
  • using digital systems to organise data to improve meaning, for example using visualisation software to create a mind map (diagram) showing relationships between characters in a story
  • using common software to present data creatively, for example using word processing, multimedia, graphic, numeric and presentation software to create a slideshow, movie, sounds, image, chart, word art, poster or drawing

  VCDTDI015 | Technologies | Digital Technologies | Foundation to Level 2 | Data and Information

• VCPSCSO011

  Identify how families can have a range of relationships

  Elaborations

  • exploring the features of their family including who lives at home and name their relationships to each of these people
  • brainstorming what is a family’s role, such as providing love, support and food, and identify the family members who undertake these tasks
  • graphing class results showing the number of students who have brothers, sisters and pets

  VCPSCSO011 | Capabilities | Personal and Social Capability | Levels 1 and 2 | Social Awareness and Management | Relationships and diversity