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• VCZHC119

  Explain the English meanings of Chinese words and simple phrases heard or seen in everyday social contexts

  Elaborations

  • discussing Chinese words or expressions that appear to have no equivalent in English, for example, 不要客气，快吃吧
  • stating the English equivalent of common Chinese expressions, for example, 对不起, 没关系; 谢谢，不谢
  • discussing meanings of colloquial phrases used on specific occasions (for example, 恭喜发财 to give New Year wishes), and exploring how such sentiments are expressed in English

  VCZHC119 | Languages | Chinese | Background Language Learner | F–10 Sequence | Foundation to Level 2 | Communicating | Translating

• VCZHC136

  Translate simple English texts into Chinese and vice versa, using strategies for building vocabulary and interpreting intended meaning of words in English and Chinese

  Elaborations

  • considering alternative ways of interpreting ideas, such as giving examples, looking for synonyms (近义词), and elaborating on details
  • creating bilingual texts to share with others, for example, adding English to a Chinese New Year poster or couplet, adding Chinese headings to an Australian tourism promotion brochure, adding Chinese to a class weekly timetable

  VCZHC136 | Languages | Chinese | Background Language Learner | F–10 Sequence | Levels 3 and 4 | Communicating | Translating

• VCZHC230

  Plan, rehearse and deliver presentations of classical Chinese literature and famous speeches and discuss how cultural values can be transferred

  Elaborations

  • discussing the impact of Chinese traditional entertainment on contemporary Chinese culture, for example, 相声
  • analysing classical poems and the values they convey, and relating them to culturally significant events, for example, Chinese New Year in 宋代诗人王安石《元日》
  • comparing the Gettysburg Address with a speech of equal significance in Chinese and discussing why these speeches are important and what language features are used to convey messages

  VCZHC230 | Languages | Chinese | First Language Learner | 7–10 Sequence | Levels 7 and 8 | Communicating | Creating

• VC2M2A03

  recall and demonstrate proficiency with multiplication facts for twos; extend and apply facts to develop the related division facts using doubling and halving

  Elaborations

  • recognising and relating terms such as ‘double’, ‘twice’ and ‘multiply by 2’, and ‘halve’ and ‘divide by 2’ using physical and virtual materials; for example, colouring numbers on a hundreds chart to represent doubles and using it to recognise halves or recognising the doubling pattern and applying the pattern to find related facts such as ‘For 8 twos, think 2 eights’
  • doubling and halving collections to practise and develop fluency with multiplication and division facts for twos, leading to recall of these facts
  • establishing an understanding of doubles and near doubles using physical or virtual manipulatives; for example, using manipulatives to establish that doubling 5 gives you 10, then extending this doubling fact to respond to the question ‘How can you use this fact to double 6 or double 4?’
  • developing fluency with doubling and halving numbers within 20 using physical or virtual materials and playing doubling and halving games; for example, using a physical or virtual dice and choosing whether to double or halve to reach a target number 

  VC2M2A03 | Mathematics | Mathematics Version 2.0 | Level 2 | Algebra

• VC2M3N01

  identify, explain and use the properties of odd and even numbers

  Elaborations

  • identifying even numbers using skip counting by twos or by grouping even collections of objects in twos
  • explaining why all numbers that end in the digits 0, 2, 4, 6 and 8 are even and that numbers ending in 1, 3, 5, 7 and 9 are odd
  • explaining why some materials can be shared evenly between 2 people without leaving a remainder and some cannot
  • explaining the patterns involved in adding, subtracting and multiplying odd and even numbers (for example, even + even = even, odd + even = odd, odd + odd = even) and using this to decide whether answers to addition, subtraction and multiplication calculations are correct or not
  • following an algorithm consisting of a flow chart with a series of instructions and decisions to determine whether a number is even or odd; and using the algorithm to identify which elements of a set of numbers are divisible by 2

  VC2M3N01 | Mathematics | Mathematics Version 2.0 | Level 3 | Number

• Auslan - First Language Learner - 7–10 Sequence: Levels 7 and 8 achievement standards

  By the end of Level 8, students interact with the teaching team, class visitors and each other to share information about themselves, their families, friends, routines, pastimes and experiences. They refer to family members and classmates using fingerspelling or sign names as appropriate, and...

  Level description | Languages | Auslan | First Language Learner | 7–10 Sequence | Levels 7 and 8

• VCEALC324

  Comprehend social English in most familiar contexts, and use conversation partners to support understanding

  Elaborations

  • using support from conversation partners, including gestures, modified speech, provision of wait-time
  • repeating and adapting another speaker’s words to formulate responses, such as Student 1: ‘Where did you plant the seeds?’ Student 2: ‘Plant the seeds in a pot’

  VCEALC324 | Curriculum content | English as an Additional Language (EAL) | Level B2 | Speaking and Listening | Communication

• VC2M2N02

  partition, rearrange, regroup and rename two- and three-digit numbers using standard and non-standard groupings; recognise the role of a zero digit in place value notation

  Elaborations

  • comparing the digits of a number with materials grouped into hundreds, tens and ones, and explaining the meaning of each of the digits in the materials
  • renaming numbers in different ways using knowledge of place value; for example, renaming 245 as 24 tens and 5 ones or 2 hundreds and 45 ones

  VC2M2N02 | Mathematics | Mathematics Version 2.0 | Level 2 | Number

• VCMNA103

  Investigate number sequences, initially those increasing and decreasing by twos, threes, fives and ten from any starting point, then moving to other sequences

  Elaborations

  • developing fluency and confidence with numbers and calculations by saying number sequences
  • recognising that the natural numbers with zero form an ordered infinite set {0, 1, 2, 3 … } with a first element but no last element
  • recognising patterns in number sequences, such as adding 10 always results in the same final digit

  VCMNA103 | Mathematics | Level 2 | Number and Algebra | Number and place value

• VCMNA129

  Investigate the conditions required for a number to be odd or even and identify odd and even numbers

  Elaborations

  • identifying even numbers using skip counting by twos or by grouping even collections of objects in twos
  • explaining why all numbers that end in the digits 0, 2, 4, 6 and 8 are even and that numbers ending in 1, 3, 5, 7 and 9 are odd

  VCMNA129 | Mathematics | Level 3 | Number and Algebra | Number and place value

• VC2M7SP03

  describe the effect of transformations of a set of points using coordinates in the Cartesian plane, including translations, reflections in an axis, and rotations about the origin

  Elaborations

  • using digital tools to transform shapes in the Cartesian plane, describing and recording the transformations
  • describing patterns and investigating different ways to produce the same transformation, such as using 2 successive reflections to provide the same result as a translation
  • experimenting with, creating and re-creating patterns using combinations of translations, reflections and rotations, using digital tools

  VC2M7SP03 | Mathematics | Mathematics Version 2.0 | Level 7 | Space

• VC2M6A03

  design and use algorithms involving a sequence of steps and decisions that use rules to generate sets of numbers; identify, interpret and explain emerging patterns

  Elaborations

  • using an algorithm to create extended number sequences involving rational numbers, using a rule and digital tools, and explaining any emerging patterns
  • designing an algorithm to model operations, using the concept of input and output, describing and explaining relationships and any emerging patterns; for example, using function machines to model operations and recognising and comparing additive and multiplicative relationships
  • designing an algorithm or writing a simple program to generate a sequence of numbers based on the user’s input and a chosen operation, discussing any emerging patterns; for example, generating a sequence of numbers and comparing how quickly the sequences are growing in comparison to each other using the rule ‘add 2 to the input number’ compared to multiplying the input number by 2

  VC2M6A03 | Mathematics | Mathematics Version 2.0 | Level 6 | Algebra

• VC2M2M04

  recognise and read the time represented on an analog clock to the hour, half-hour and quarter hour

  Elaborations

  • creating an analog clock from a paper plate, showing the placement of the numbers and the 2 hands, and explaining how long it takes for the 2 hands to move around the clock face and what time unit each is showing
  • recognising and describing the relationship between the movement of the hands on an analog clock and the duration of time it represents; for example, connecting the language of ‘half past’ to mean when the ‘big hand’ will be at half past the hour and recognising this position as being halfway around its full cycle
  • dividing a clock face into halves and quarters, and connecting the subdivisions with telling the time to the half-hour and quarter hour; and explaining the meaning of ‘quarter past’ and ‘quarter to’ referring to the hour

  VC2M2M04 | Mathematics | Mathematics Version 2.0 | Level 2 | Measurement

• VC2M8M03

  solve problems involving the circumference and area of a circle using formulas and appropriate units

  Elaborations

  • deducing that the area of a circle is between 2 radius squares and 4 radius squares, and using 3 × radius² as a rough estimate for the area of a circle
  • investigating the area of circles using a square grid or by rearranging a circle divided into smaller and smaller sectors or slices to resemble a close approximation of a rectangle
  • applying the formulas for the area and circumference of a circle to solve practical problems, and using one of the measures of radius, diameter, circumference or area to deduce the value of the other measures; for example, determining the length of material needed to edge a round table, given its dimensions as the area of the tabletop
  • exploring traditional weaving designs by Aboriginal and Torres Strait Islander Peoples and investigating the significance and use of circles

  VC2M8M03 | Mathematics | Mathematics Version 2.0 | Level 8 | Measurement

• VC2M3N07

  recognise the relationships between dollars and cents and represent money values in different ways

  Elaborations

  • investigating the relationship between dollars and cents, using physical or virtual materials to make different combinations of the same amount of money
  • representing money amounts in different ways using knowledge of part-part-whole relationships; for example, knowing that $1 is equal to 100 cents, representing $1.85 as $1 + 50c + 20c + 10c + 5c or 50c + 50c + 50c + 10c + 10c + 10c + 5c; or when calculating change from buying an item for $1.30 from $2, starting from $1.30 and adding 20c and 50c, which gives $2

  VC2M3N07 | Mathematics | Mathematics Version 2.0 | Level 3 | Number

• VC2M4N07

  choose and use estimation and rounding to check and explain the reasonableness of calculations, including the results of financial transactions

  Elaborations

  • using proficiency with basic facts to estimate the result of a calculation and say what amounts the answer will be between; for example, 5 packets of biscuits at $2.60 each will cost between $10 and $15 as 5 × $2 = $10 and 5 × $3 = $15
  • using rounded amounts to complete an estimated budget for a shopping trip or an excursion, explaining why overestimating the amounts is appropriate
  • recognising the effect of rounding in addition and multiplication calculations; rounding both numbers up, both numbers down, and one number up and one number down, and explaining which is the best approximation and why

  VC2M4N07 | Mathematics | Mathematics Version 2.0 | Level 4 | Number

• VC2M8SP01

  identify the conditions for congruence and similarity of triangles and explain the conditions for other sets of common shapes to be congruent or similar, including those formed by transformations

  Elaborations

  • developing an understanding of what it means for shapes to be congruent or similar
  • using the enlargement transformation and digital tools to develop sets of similar shapes
  • investigating sufficient conditions to establish that 2 triangles are congruent
  • applying logical reasoning and tests for congruence and similarity, to problems and proofs involving plane shapes
  • comparing angle and side measurements of shapes under transformation to answer questions such as ‘What changes?’ and ‘What stays the same?’
  • establishing that 2 shapes are congruent if one lies exactly on top of the other after one or more transformations, including translations, reflections and rotations, and recognising that the matching sides and the matching angles are equal

  VC2M8SP01 | Mathematics | Mathematics Version 2.0 | Level 8 | Space

• VC2M9SP02

  apply the enlargement transformation to shapes and objects using dynamic geometry software as appropriate; identify and explain, using language of similarity, ratio and scale, aspects that remain the same and those that change

  Elaborations

  • comparing the ratio of lengths of corresponding sides of similar triangles and angles 
  • using the properties of similarity to solve problems involving enlargement
  • investigating and generalising patterns in length, angle, area and volume when side lengths of shapes and objects are enlarged or dilated by whole and rational numbers; for example, comparing an enlargement of a square and a cube of side length 2 units by a factor of 3 increases the area of the square, (3×2)2=9×22=9 times the original area and the volume of the cube, 23, to (3×2)3=27×23=27 times the volume

  VC2M9SP02 | Mathematics | Mathematics Version 2.0 | Level 9 | Space

• VCGGC130

  Collect and record relevant geographical data and information, using ethical protocols, from reliable and useful primary and secondary sources

  Elaborations

  • gathering relevant data about challenges to food production or the effects of people’s travel, recreational, cultural or leisure choices on places from a range of primary sources such as from observation and annotated field sketches, conducting surveys and interviews and experiments, or taking photographs
  • collecting geographical information from secondary sources. For example, topographic, thematic, choropleth, and weather maps, climate graphs, compound column graphs and population pyramids, scatter plots, tables, satellite images and aerial photographs, reports, census data and the media
  • collecting quantitative and qualitative data using ethical research methods, including the use of protocols for consultation with Aboriginal and Torres Strait Islander communities
  • evaluating the reliability and usefulness of data and information by considering how and when it was collected, by whom and for what purpose, and comparing this to the purpose of the research

  VCGGC130 | The Humanities | Geography | Levels 9 and 10 | Geographical Concepts and Skills | Data and information

• VCGGC102

  Collect and record relevant geographical data and information from useful primary and secondary sources, using ethical protocols

  Elaborations

  • gathering from a range of primary and digital sources, for example, from GIS layers, observation, annotated field sketches, surveys and interviews, or photographs, relevant data about the impacts of and responses to a hydrological hazard, or the factors influencing decisions people make about where to live
  • collecting geographical information from secondary sources, such as digital sources, thematic maps, weather maps, climate graphs, compound column graphs and population pyramids, reports, census data and the media
  • applying ethical research methods, including the use of protocols for consultation with Aboriginal and Torres Strait Islander communities
  • considering the usefulness of primary and secondary data by finding out when it was collected and for what purpose, and comparing this to the purpose of research
  • gathering relevant data about the ways to protect significant landscapes from a range of primary and digital sources, such as from observation, annotated field sketches, surveys and interviews, or photographs

  VCGGC102 | The Humanities | Geography | Levels 7 and 8 | Geographical Concepts and Skills | Data and information