Search results

Result list

• VC2M6P01

  describe probabilities using fractions, decimals and percentages; recognise that probabilities lie on numerical scales of 0–‍1 or 0%–100%; use estimation to assign probabilities that events occur in a given context, using common fractions, percentages and decimals

  Elaborations

  • recognising that the probability of an event occurring can be represented numerically as either a number ranging from zero to one or a percentage from 0% to 100% where zero or 0% means it will not happen and one or 100% means it is certain to happen
  • using a scale of zero to one or 0% to 100% to estimate chances of events
  • listing the different possible outcomes for rolling a dice and using a scale to locate the relative probability by considering the chance of more than or less than for each possible event, for example, the probability of getting a number greater than 4
  • recognising the language used to describe situations involving uncertainty, such as what it means to be ‘lucky’, a ‘75% chance’ of rain or a ‘1-in-100 years’ flood
  • exploring Aboriginal and/or Torres Strait Islander children’s instructive games, such as Weme from the Warlpiri Peoples of Central Australia, to investigate and assign probabilities that events will occur, indicating their estimated likelihood

  VC2M6P01 | Mathematics | Mathematics Version 2.0 | Level 6 | Probability

• VCZHC082

  Correspond and collaborate with peers, relating aspects of their daily experiences and arranging sporting and leisure activities

  Elaborations

  • participating in posting on a shared blog and exchanging personal information (for example, name, age, nationality, school and year level) with students from sister schools, for example, 你好，我叫Ann, 我是澳大利亚的学生
  • responding to correspondence (such as emails, letters or postcards) by answering questions, clarifying meaning (for example, 你说你想来澳大利亚， 是吗？), seeking further information (for example, 你想一月份来吗？) and addressing requests, for example, 澳大利亚一月是夏天，很热
  • using supporting images in own writing, for example, using emoticons such as >_<||| to enhance meaning in digital communication
  • using digital media to produce a bilingual publicity flier for an upcoming cultural or sporting event (for example, 汉语角), to promote Chinese learning among school community members

  VCZHC082 | Languages | Chinese | Second Language Learner | 7–10 Sequence | Levels 7 and 8 | Communicating | Socialising

• VCZHC249

  Compare performance features of major forms of classical literature, such as in 诗, 词, making thematic and intertextual connections

  Elaborations

  • comparing how concepts such as love, bravery and friendship are expressed in Chinese and English poetry, for example, comparing 陆游的《钗头凤》 and Elizabeth Barrett Browning’s ‘How Do I Love Thee?’; comparing poems of national unity (after war) and Banjo Paterson’s ‘We’re All Australians Now’
  • comparing representations of particular concepts or experiences in different media, such as in novels and films, for example, 莫言小说《红高粱家族》 和张艺谋电影 《红高粱》
  • exploring how different forms of entertainment are used to express or reflect contemporary issues, for example, analysing 春晚小品 and how the topics are related to the ‘hot’ events of the year
  • collaborating to create a drama or comedy to depict their lives and the lives of other Chinese migrants in a new cultural environment

  VCZHC249 | Languages | Chinese | First Language Learner | 7–10 Sequence | Levels 9 and 10 | Communicating | Creating

• VCZHC182

  Create imaginative texts, drawing on and adapting representations of people and events encountered in traditional and contemporary Chinese literature, drama or song

  Elaborations

  • assuming the persona of a character from a film or story, and reflecting on their experiences; writing letters to characters expressing their support
  • identifying ways in which authors and directors arouse empathy in readers and viewers
  • collaborating with peers to create own dramatic or humorous representations of people and events encountered in traditional and contemporary Chinese literature, drama or song
  • planning with peers to perform plays based on 儿童剧 or 情景剧 for younger year levels
  • creating plays in response to classical literature, such as 《草船借箭》, considering how the character’s personality can be reflected in dialogue
  • creating written and multimodal narratives, poems and reflective journals about people, places and communities in the Chinese-speaking world

  VCZHC182 | Languages | Chinese | Background Language Learner | F–10 Sequence | Levels 9 and 10 | Communicating | Creating

• VCZHU030

  Recognise that Chinese is spoken by communities in many countries

  Elaborations

  • investigating the use of Chinese in Australian communities and in countries and regions where diverse forms of Chinese are widely used, for example, China, Hong Kong, Taiwan, Singapore, Malaysia, Vietnam, USA
  • interviewing people in their community who speak Chinese, such as 妈妈的朋友, and finding out how the person learnt and used Chinese in their home country and in Australia, for example, ‘How did you learn to speak and write Chinese? Do you speak Chinese every day in Australia?’
  • recognising characters used in specific cultural events (for example, 福 in various forms of New Year decoration, such as paper cut-outs, folk art, couplets), and identifying how the form might change, for example, asking why 福 is sometimes presented upside dow

  VCZHU030 | Languages | Chinese | Second Language Learner | F–10 Sequence | Levels 3 and 4 | Understanding | Language variation and change

• VCZHU144

  Explore how the Chinese language represents cultural meanings in specific ways

  Elaborations

  • identifying culturally specific terms and phrases, for example, ‘mate’ in Australian English and 吃了吗 in Chinese, and sharing insights into why particular cultures value certain colloquial language
  • associating the literal and cultural meanings of words and expressions such as 红红火火
  • discussing the contextual and cultural meanings of words that cannot be directly translated into another language, for example, translating 手足 as ‘brothers’
  • reading Chinese idioms (成语故事; for example, 《指鹿为马》、《狐假虎威》、《买椟还珠》、《拔苗助长》), and discussing their meanings; exploring the relevance and significance of these idioms to contemporary life and how these phrases are used in daily communication, such as 生日快乐 for birthdays, 大吉大利 for New Year and 团团圆圆 for Mid-Autumn Festival

  VCZHU144 | Languages | Chinese | Background Language Learner | F–10 Sequence | Levels 3 and 4 | Understanding | Role of language and culture

• VCZHU032

  Identify how terms are used to indicate relationships and express aspects of culture that may be different from their own

  Elaborations

  • participating in exchanging good wishes in celebrations such as 龙年快乐, and comparing cultural practices of celebration from around the world
  • exploring the use of language and symbolic images during cultural events, and describing the cultural meaning represented, for example, looking at the use of the colour red during Chinese New Year and in good wishes of 红红火火 and asking why red is so widely used during celebrations in China; What is the cultural connotation of 红？
  • discussing possible reasons why Chinese family names are placed before given names, and exploring the cultural meaning of various Chinese names, for example, 静 ，明， 勇
  • exploring the more complicated Chinese kinship relationships, and learning to address family members with a title rather than by their given names, for example, drawing a family tree and labelling each member with their Chinese title

  VCZHU032 | Languages | Chinese | Second Language Learner | F–10 Sequence | Levels 3 and 4 | Understanding | The role of language and culture

• VCVIU187

  Understand the relationship between purpose, audience, context, linguistic features, and textual and cultural elements associated with different types of personal, reflective, informative and persuasive texts

  Elaborations

  • analysing how language choices help achieve particular purposes and effects, for example, descriptive language to promote a product, evaluative language to reflect on an experience or to review a literary work, persuasive language to influence audience, or humorous techniques to entertain
  • recognising and explaining cultural aspects reflected in a range of texts, including multimodal and digital texts, such as school reports, weather reports, official announcements, television programs, or recipes, particularly in the use of idiomatic expressions or proverbs
  • identifying appropriate salutations, depending on personal relationship or social ranking, in specific text types such as emails, speeches or interviews, for example, Kính thưa … /Thưa … , …thân mến/thương mến, kính chào/chào …
  • understanding and transforming texts to suit different purposes (to persuade, to entertain), different audiences (children, adolescents, Vietnamese people, Australians) and different types of texts (an article, a report, speech)
  • understanding the importance of choosing a text type appropriate to their audience and purpose, for example, a speech to persuade Year 8 students to choose Vietnamese as their elective in Year 9, or an article to express own opinions on the impact of technology on teenagers
  • recognising and analysing similarities or differences that might be culturally significant across cultures, for example, similarities such as the use of the heart as a symbol of love or pigeons as a symbol of peace, and differences such as the use of the colour white to signify purity in Western cultures but bad luck in Eastern cultures
  • recognising and discussing cultural concepts or values reflected in texts, for example, cultural icons used in commercial advertisements
  • identifying language features and cultural references that contribute to the overall meaning or purpose of texts, for example, a rhetorical question such as Chẳng lẽ chúng ta chịu bó tay sao? to call for action, or truyền thống tôn sư trọng đạo to promote the value of education

  VCVIU187 | Languages | Vietnamese | F–10 Sequence | Levels 9 and 10 | Understanding | Systems of language

• 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

• VC2M8N02

  establish and apply the exponent laws with positive integer exponents and the zero exponent, using exponent notation with numbers

  Elaborations

  • recognising the connection between exponent form and expanded form with the exponent laws of product of powers rule, quotient of powers rule, and power of a power rule, for example, 23×22 can be represented as 2×2×2×2×2=25 , and connecting the result to the addition of exponents
  • applying the exponent laws of the product of powers rule, quotient of powers rule, power of a power rule and zero exponent individually and in combination; for example, using exponents to determine the effect on the volume of a 2 centimetre cube when the cube is enlarged to a 6 centimetre cube, 6323= 23×3323=33, so the volume is increased by a factor of 27
  • using digital tools to systematically explore the application of the exponent laws; observing that the bases need to be the same
  • using examples such as 3434=1, and 34-4=30 to illustrate the necessity that for any non-zero natural number n,  n0=1

  VC2M8N02 | Mathematics | Mathematics Version 2.0 | Level 8 | Number

• VCDEC104

  Participate in guided group activities using simple repetitive language in songs, rhymes, games and transactions

  Elaborations

  • participating in songs, rhymes and chants by singing and using actions, for example, Kopf, Schulter, Knie und Fuß; 1, 2, Polizei
  • playing games such as Hatschi Patschi, Hier ist Platz, Lotto and Stille Post and using associated language, for example, related to turn-taking (Wer ist dran? Ich bin dran) and forming groups using numbers or colours (Blau ist hier; Gruppe 2 ist hier)
  • following a model to create a shared digital/online text, such as adding key information on a class invitation (Wann? Was? Wer? Wo?)
  • making choices in routine activities such as the selection of a song from the class songbook, for example, responding to the question Was singen wir heute?

  VCDEC104 | Languages | German | F–10 Sequence | Foundation to Level 2 | Communicating | Socialising

• VC2M7M03

  describe the relationship between π and the circumference, radius and diameter of a circle

  Elaborations

  • recognising the features of circles and their relationships to one another; for example, labelling the parts of a circle including centre, radius, diameter and circumference and using one of radius, diameter or circumference to determine the measure of the other 2; and understanding that the diameter of a circle is twice the radius, or that the radius is the circumference divided by 2π
  • comparing the circumference of circles in relation to their radius and diameter with materials and measuring, to establish measurement formulas; for example, using a compass to draw several circles, then using string to approximate the circumference, comparing the length of string to the diameter of the circle
  • investigating π as the constant in the proportional relationship between the circumference of a circle and its diameter, and historical approximations from different civilisations, including Egypt, Babylon, Greece, India and China
  • investigating the applications and significance of circles in everyday life of Aboriginal and Torres Strait Islander Peoples, such as in basketry, symbols and architecture, recognising the relationships between the centre, radius, diameter and circumference

  VC2M7M03 | Mathematics | Mathematics Version 2.0 | Level 7 | 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

• VC2M3N04

  add and subtract two- and three-digit numbers using place value to partition, rearrange and regroup numbers to assist in calculations without a calculator

  Elaborations

  • using partitioning and part-part-whole models and the inverse relationship between addition and subtraction to solve addition or subtraction problems, making informal written ‘jottings’ to keep track of the numbers if necessary
  • using physical or virtual grouped materials or diagrams to make proportional models of numbers to assist in calculations, for example, to calculate 214 + 325, representing 214 as 2 groups of 100, one group of 10 and 4 ones and 325 as 3 groups of 100, 2 groups of 10 and 5 ones, resulting in 5 groups of 100, 3 groups of 10 and 9 ones, which is 539
  • choosing between standard and non-standard place value partitions to assist with calculations, for example, to solve 485 + 365, thinking of 365 as 350 + 15, then adding the parts, 485 + 15 = 500, 500 + 350 = 850
  • solving subtraction problems efficiently by adding or subtracting a constant amount to both numbers to create an easier calculation; for example, 534 − 395, adding 5 to both numbers to make 539 − 400 = 139
  • justifying choices about partitioning and regrouping numbers in terms of their usefulness for particular calculations when solving problems
  • applying knowledge of place value to assist in calculations when solving problems involving larger numbers; for example, calculating the total crowd numbers for an agricultural show that lasts a week

  VC2M3N04 | Mathematics | Mathematics Version 2.0 | Level 3 | Number

• VC2M3N08

  use mathematical modelling to solve practical problems involving additive and multiplicative situations, including financial contexts; formulate problems using number sentences and choose calculation strategies, using digital tools where appropriate; interpret and communicate solutions in terms...

  Elaborations

  • modelling practical additive situations, choosing whether to use an addition, subtraction or both when representing the problem as a number sentence, and explaining how each number in their number sentence is connected to the situation
  • modelling additive problems using a bar model to represent the problem; for example, modelling the problem ‘I had 75 tomatoes and then picked some more. Now I have 138. How many did I pick?’
  • modelling practical multiplicative situations using materials or a diagram to represent the problem; for example, if 4 tomato plants each have 6 tomatoes, deciding whether to use an addition or multiplication number sentence, explaining how each number in their number sentence is connected to the situation
  • modelling and solving practical division problems involving unknown numbers of groups or finding how much is in each group by representing the problem with both division and multiplication number sentences, and explaining how the 2 number sentences are connected to the problem
  • modelling the problem of deciding how to share an amount equally (for example, 48 horses into 2, 4, 6 or 8 paddocks), representing the shares with a division and a multiplication number sentence, and counting the number in each share to check the solutions

  VC2M3N08 | Mathematics | Mathematics Version 2.0 | Level 3 | 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

• VCEALC087

  Understand key information in a short spoken or multimodal text

  Elaborations

  • identifying familiar words used in a spoken text, such as basic vocabulary, animal names, colours
  • understanding common sentence structures that make connections between ideas, for example ‘I like pets and having fun’
  • using questions to help identify relevant items of information, for example Student 1: ‘What colour was it?’ Student 2: ‘It was blue’
  • pointing to parts of pictures that are mentioned in the text or conversation
  • identifying key points of information from short spoken texts with reduced visual support
  • understanding key information after viewing digital and multimodal texts, such as age-appropriate television shows or movies
  • listening to a story and then retelling or sequencing the story using pictures

  VCEALC087 | Curriculum content | English as an Additional Language (EAL) | Level A2 | Speaking and Listening | Communication

• VCHIC019

  Engage in simple interactions such as asking and answering questions or issuing and responding to invitations, and exchange information about their interests, activities and personal worlds

  Elaborations

  • exchanging different types of correspondence such as greeting cards or invitations, using modelled language such as नए साल की बधाई; राखी की शुभ कामनाएँ; ईद मुबारक; शुक्रिया; तुम्हें भी; शिक्षक दिवस शुभ हो
  • exchanging information about interests, experiences, leisure activities and community events, building descriptive vocabulary and using statements such as मुझे क्रिकेट खेलना अच्छा लगता है क्योंकि …; गृह कार्य करने के बाद मैं टीवी देखता हूँ। नहा कर मैं पूजा करता हूँ। जल्दी जाग कर मैं इलेक्ट्रॉनिक खेल खेलता हूँ l हर रविवार मैं मंदिर जाता हूँ। सभी लोग बड़े ही उत्साह के साथ बैसाखी मेले जाते हैं।
  • asking each other about recent events or significant occasions, using language associated with time, location and frequency, for example, तुम ननिहाल कब जाते हो? मैं हर साल गर्मी की छुट्टियों में ननिहाल जाता हूँ; आप क्रिसमस कैसे मनाते हैं?; होली के त्योहार में रंग क्यों लगाया जाता है?
  • responding to frequently asked questions or comments, using appropriate intonation, gestures and short responses, such as ठीक है; जी हाँ; निश्चित रूप से; बिल्कुल ठीक
  • asking each other about their personal worlds, for example, आपका जन्म कहाँ हुआ था? क्या तुम घर पर हिंदी बोलते हो? तुम्हारे पिताजी क्या काम करते हैं? आपके दोस्त कौनहैं? क्या तुम अपनी दादी से प्यार करते हो? आप अपने पालतू कुत्ते की देखभाल कैसे करते हैं?

  VCHIC019 | Languages | Hindi | F–10 Sequence | Levels 3 and 4 | Communicating | Socialising

• VC2M4M03

  solve problems involving the duration of time including situations involving ‘am’ and ‘pm’ and conversions between units of time

  Elaborations

  • calculating the amount of time between 2 events, such as the start and finish of a movie, a bus journey or a flight, including cases where the starting and finishing times are written using ‘am’ and ‘pm’ notation
  • converting units of time using relationships between units, such as 60 minutes in an hour and 60 seconds in a minute, to solve problems; for example, creating a daily timetable for an activity such as an athletics carnival or planning an exercise routine with activities and rests
  • exploring Aboriginal and/or Torres Strait Islander Peoples’ explanations of the passing of time through cultural accounts about cyclic phenomena involving the sun, moon and stars

  VC2M4M03 | Mathematics | Mathematics Version 2.0 | Level 4 | Measurement

• VC2M1N02

  partition one- and two-digit numbers in different ways using physical and virtual materials, including partitioning two-digit numbers into tens and ones

  Elaborations

  • building knowledge and understanding of the part-part-whole facts to 10, using physical and virtual materials; for example, using virtual ten-frames through a digital app or website to identify pairs of numbers that combine to make 10
  • using physical and virtual materials to partition numbers into counts of tens and ones; for example, recognising 35 as 3 tens and 5 ones or as 2 tens and 15 ones
  • using part-part-whole reasoning and physical or virtual materials to represent 24, then partitioning 24 in different ways and recording the partitions using numbers; for example, 10, 10 and 4 combine to make 24 or 10 and 14 combine to make 24

  VC2M1N02 | Mathematics | Mathematics Version 2.0 | Level 1 | Number