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• Music: Levels 9 and 10 description

  In Levels 9 and 10, learning in Music involves students using their voices, instruments and technology as they make and respond to music independently and in small groups, and with their teachers and communities. They explore music as an art form through listening, composing and performing, developing...

  Level description | The Arts | Music

• VC2M9A07

  experiment with the effects of the variation of parameters on graphs of related functions, using digital tools, making connections between graphical and algebraic representations, and generalising emerging patterns 

  Elaborations

  • investigating transformations of the graph of y=x to the graph of y=ax+b by systematic variation of a and b and interpreting the effects of these transformations using digital tools; for example,
    y=x→y=2x (vertical enlargement as a>1) →y=2x-1 (vertical translation) and
     y=x→y=12x (vertical compression as 0<a<1) →y=-12x (reflection in the horizontal axis) →y=-12x+3 (vertical translation)
  • investigating transformations of the parabola y=x2 to the graph of y=ax-h2+b in the Cartesian plane using digital tools to determine the relationship between graphical and algebraic representations of quadratic functions, including the completed square form; for example,
    y=x2→y=13x2 (vertical compression as 0<a<1) →y=13(x-5)2 (horizontal translation) →y=13(x-5)2+7 (vertical translation) or
    y=x2→y=2x2 (vertical enlargement as a>1) →y=-2x2 (reflection in the horizontal axis) →y=-2(x+6)2 (horizontal translation) →y=-2x+62+10 (vertical translation)
  • experimenting with digital tools by applying transformations to the graphs of functions, such as reciprocal y=1x, square root y=x, cubic y=x3 and exponential functions y=2x, y=(12)x, identifying patterns

  VC2M9A07 | Mathematics | Mathematics Version 2.0 | Level 9 | Algebra

• VC2M9N01

  recognise that the real number system includes the rational numbers and the irrational numbers, and solve problems involving real numbers with and without using digital tools

  Elaborations

  • investigating the real number system by representing the relationships between irrational numbers, rational numbers, integers and natural numbers and discussing the difference between exact representations and approximate decimal representations of irrational numbers
  • using a real number line to indicate the solution interval for inequalities of the form ax+b <c ,
    for example, 2x+7<0 ; or of the form ax+b>c , for example, 1.2x-5.4>10.8
  • using positive and negative rational numbers to solve problems, for example, for financial planning such as budgeting
  • solving problems involving the substitution of real numbers into formulas, understanding that solutions can be represented in exact form or as a decimal approximation, such as calculating the area of a circle using the formula A=πr2 and specifying the answer in terms of π as an exact real number; for example, the circumference of a circle with diameter 5 units is 5π units, and the exact area is π(52)2=254π square units, which rounds to 19.63 square units, correct to 2 decimal places
  • investigating the position of rational and irrational numbers on the real number line, using geometric constructions to locate rational numbers and square roots on a number line; for example, 2 is located at the intersection of an arc and the number line, where the radius of the arc is the length of the diagonal of a one-unit square

  VC2M9N01 | Mathematics | Mathematics Version 2.0 | Level 9 | Number

• VC2M9A05

  identify and graph quadratic functions, solve quadratic equations graphically and numerically, and use null factor law to solve monic quadratic equations with integer roots algebraically, using graphing software and digital tools as appropriate

  Elaborations

  • recognising that in a table of values, if the second difference between consecutive values of the dependent variable is constant, then it is a quadratic
  • graphing quadratic functions using digital tools and comparing what is the same and what is different between these different functions and their respective graphs; interpreting features of the graphs such as symmetry, turning point, maximum and minimum values; and determining when values of the quadratic function lie within a given range
  • solving quadratic equations algebraically and comparing these to graphical solutions
  • using graphs to determine the solutions of quadratic equations; recognising that the roots of a quadratic function correspond to the x-intercepts of its graph and that if the graph has no x-intercepts, then the corresponding equation has no real solutions
  • relating horizontal axis intercepts of the graph of a quadratic function to the factorised form of its rule using the null factor law; for example, the graph of the function y=x2-5x+6 can be represented as y=x-2x-3 with x-axis intercepts where either x-2=0 or x-3=0
  • recognising that the equation x2=a, where a>0, has 2 solutions, x=a and x=-a (for example, if x2=39 then x=39=6.245 correct to 3 decimal places, or x=-39=-6.245 correct to 3 decimal places) and representing these graphically
  • graphing percentages of illumination of moon phases in relation to Aboriginal and Torres Strait Islander Peoples’ understandings that describe the different phases of the moon

  VC2M9A05 | Mathematics | Mathematics Version 2.0 | Level 9 | Algebra

• VC2M9A02

  simplify algebraic expressions, apply the distributive law to expand algebraic expressions including binomial products, and factorise monic quadratic expressions

  Elaborations

  • expanding combinations of binomials such as x+7x+8, x+7x-8,  x-7x+8,  (x-7)(x-8) to identify expansion and factorisation patterns related to x+ax+b=x2+a+bx+ab, where a and b are integers
  • using manipulatives such as algebra tiles or area models to expand or factorise algebraic expressions with readily identifiable binomial factors; for example, x+1x+3=x2+4x+3, (x-5)2=x2-10x+25 or (x-3)2+4=x2-6x+9+4=x2-6x+13
  • recognising the relationship between expansion and factorisation, and using digital tools to systematically explore the factorisation of x2+mx+n where m and n are integers

  VC2M9A02 | Mathematics | Mathematics Version 2.0 | Level 9 | Algebra

• Chinese - First Language Learner - 7–10 Sequence: Levels 9 and 10 achievement standards

  By the end of Level 10, students sustain extended interactions with diverse individuals and groups, selecting spoken and written language for precision and for effect on participants. Students collate and evaluate a range of spoken, written and multimodal sources to convey different perspectives...

  Level description | Languages | Chinese | First Language Learner | 7–10 Sequence | Levels 9 and 10

• Music: Levels 9 and 10 achievement standards

  By the end of Level 10, students interpret, rehearse and perform solo and ensemble repertoire in a range of forms and styles. They demonstrate a developing personal voice and technical control, expression and stylistic understanding. They use general listening and specific aural skills to enhance...

  Level description | The Arts | Music | Levels 9 and 10

• VCLAE020

  Translate a range of texts that incorporate complex sentence structures and extensive vocabulary from Latin into Standard English, representing the style and purpose of the texts

  Elaborations

  • reading holistically to deduce the context and content of Latin texts, by identifying key words and phrases
  • applying expanded knowledge of vocabulary, grammar and problem-solving skills to translate compound sentences and complex sentences with nested clauses
  • conveying shades of meaning of a range of subtle vocabulary, for example, inferring the different connotations of a word in a particular context, such as virtus; causa; gero; ago
  • inferring the meaning of words and expressions, using knowledge of the text type and the author’s purpose and style, for example, res publica; rem gerere; se gerere
  • deducing the meaning of new words by drawing on prior knowledge, derivatives and connections with familiar words, for example, actores in scaena fabulam Graecam hilare agebant; dormire, obdormire; ferre, inferre, offerre
  • expanding the variety of English translations for verb tenses, for example, to express indignation, clamavit as ‘she did shout’, compared to ‘she shouted’ or ‘she has shouted’
  • recreating mood, tone and dramatic impact in English translations by selecting appropriate vocabulary, comparing and contrasting potential choices, for example, o tempora! o mores!
  • refining translations by exploring print and online Latin and English dictionaries and thesauruses to consider a variety of meanings, for example, manus, and synonyms, for example, contentus, felix, laetus
  • conveying emphasis and tone, such as indignation, anger, suspense, embedded in Latin word order, for example, effugere conati sunt, sed frustra
  • rendering the precise meaning of tenses in Latin into idiomatic English, for example, cotidie ibat; si veneris
  • expressing the meaning of idiomatic expressions and culturally specific terms by choosing appropriate English expressions and terms, for example, flocci non facio (I could care less); orationem habere (deliver a speech)
  • constructing and editing translations collaboratively with peers, using a range of ICT
  • improving own translations to increase accuracy and better reflect register, tone and characterisation
  • translating, independently or in collaboration with peers, unseen texts with compound or complex sentences, drawing on familiarity with the style and language of texts already studied

  VCLAE020 | Languages | Latin | Levels 9 and 10 | Engaging with texts | Translating

• VC2M9A06

  use mathematical modelling to solve applied problems involving change, including financial contexts involving simple interest; formulate problems, choosing to use either linear or quadratic functions or other simple variations; interpret solutions in terms of the context; evaluate the model and...

  Elaborations

  • modelling practical contexts using linear functions such as cooking times that include resting or cooling times, or water leakage from water tanks, using tables and graphs or digital tools and algebraically
  • modelling measurement situations and determining the perimeter and areas of rectangles where the length, l, of the rectangle is a linear function of its width, w; for example, l=w,  l=w+5,  l=3w,  l=2w+7
  • modelling practical contexts (for example, area, paths of projectiles, parabolic mirrors, satellite dishes) using simple quadratic functions, tables and graphs (hand drawn or using digital tools) and, algebraically, interpreting features of the graphs such as the turning point and intercepts in context; for example, area, paths of projectiles, parabolic mirrors, satellite dishes
  • modelling and solving problems involving financial contexts using linear functions, for example, combinations of purchases of different items when they have a set amount of money to spend, profit/loss situations and trade quotes involving call-out fees
  • modelling situations involving change, for example, change in daily temperature during the ski season, fluctuation of speed above and below the speed limit, and acceleration and deceleration of a car coming to and moving off from a set of traffic lights
  • modelling the hunting techniques of Aboriginal and Torres Strait Islander Peoples using quadratic functions and exploring the effect of increasing the number of hunters to catch more prey 

  VC2M9A06 | Mathematics | Mathematics Version 2.0 | Level 9 | Algebra

• 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

• Digital Technologies: Levels 9 and 10 achievement standards

  By the end of Level 10, students explain the control and management of networked digital systems and the data security implications of the interaction between hardware, software and users.

  Students explain simple data compression, and why content data are separated from presentation. They take...

  Level description | Technologies | Digital Technologies | Levels 9 and 10

• VCIDU083

  Analyse the ways in which Indonesian varies according to spoken and written forms, cultural context and subcultures

  Elaborations

  • comparing spoken and written texts (for example, spoken and print advertisements, face-to-face conversations and emails) to understand how mode relates to linguistic structures and features, and how this affects meaning
  • analysing examples of colloquial language, such as that used by sub-groups (for example, Bahasa gaul, Bahasa SMS), and comparing these to formal forms
  • understanding how body language varies across cultures, for example, lowering body position when speaking to someone in authority to show respect; not raising voice or laughing loudly; smiling and nodding while listening to people, even when hearing bad news
  • understanding that many Indonesians are familiar with a range of languages (for example, Bahasa baku, Bahasa daerah, Bahasa gaul and English) and can shift between these depending on the context, and considering how this compares to those who are monolingual

  VCIDU083 | Languages | Indonesian | F–10 Sequence | Levels 9 and 10 | Understanding | Language variation and change

• Indonesian - 7–10 Sequence: Levels 9 and 10 description

  Students engage with a range of Indonesian texts. They are provided with opportunities for both prepared and spontaneous language use. Students interact with others. They write for public purposes and interact with Indonesian peers. They create bilingual texts for peers and the wider school community.

  Level description | Languages | Indonesian | 7–10 Sequence

• Latin: Levels 9 and 10 description

  Students apply the principles of pronunciation for the reading of Latin texts, for example, stressing the correct syllables, or acknowledging elision in poetry. They apply an extended knowledge of accidence and syntax, including subordinate clauses, finite and non-finite verb forms, pronoun forms...

  Level description | Languages | Latin

• VCADRR046

  Analyse a range of drama from contemporary and past times, including the drama of Aboriginal and Torres Strait Islander peoples to explore differing viewpoints and develop understanding of drama practice across local, national and international contexts

  Elaborations

  • evaluating conventions from past forms and styles to consider how these can be incorporated into own drama and contemporary practice, for example, ‘How successful were the actors and director in conveying the playwright’s stated intent? How successfully have the design elements been incorporated into the drama?
  • identifying and describing the actor-audience relationship in different dramatic contexts, forms and styles
  • linking conventions from different forms with purposes, origins and contexts
  • identifying the impact of media, and social and technological changes on drama practice, for example, interactions between kinaesthetic and visual aspects of dance in forms that incorporate digital components
  • interrogating the cultural and social roles and responsibilities of the theatre industry, recognising the power of drama in advocating for, and being a catalyst of change, for example, investigating how the work by contemporary Aboriginal and Torres Strait Islander writers and performers for television, film, circus and comedy is impacting on community understanding about issues such as land rights and reconciliation

  VCADRR046 | The Arts | Drama | Levels 9 and 10 | Respond and Interpret

• VCASFC116

  Translate and interpret different types of familiar short texts, demonstrating awareness of individual interpretations of meaning

  Elaborations

  • translating the school song into Auslan with support, identifying words or phrases that do not easily translate and finding suitable equivalents in Auslan that match the English concept
  • shadowing online Auslan translations and captioning, such as the Catching Fire series of safety videos or the emergency disaster preparedness videos
  • comparing their own translations of short familiar texts with those of their classmates, noting discrepancies or variations and discussing possible reasons for these
  • observing and interacting with deaf guests to the classroom who use different signed languages, such as ASL or a traditional signed language used by deaf Aboriginal and Torres Strait Islander elders, identifying differences between the languages and acting as interpreter with support
  • creating basic translations of song lyrics or simple poems from English to Auslan
  • translating and explaining the meaning of words or expressions associated with figurative language use in Auslan, such as train gone, sorry and comparing these to some common English idioms
  • conducting sight translations of plain, high-interest, low-readability English texts such as short news articles that are written for their age group
  • comparing existing translations in Auslan of narratives, such as fairytales or short stories, to their own ideas of how they would translate specific segments of these texts
  • explaining the role of accredited Auslan–English interpreters and that of Deaf interpreters, demonstrating through role-play correct protocols for working with interpreters

  VCASFC116 | Languages | Auslan | First Language Learner | 7–10 Sequence | Levels 9 and 10 | Communicating | Translating

• VCHHK152

  Causes of the struggle of Aboriginal and Torres Strait Islander peoples for rights and freedoms before 1965

  Elaborations

  • exploring accounts of the past experiences of Aboriginal and Torres Strait Islander peoples who were forcibly removed from their families

  VCHHK152 | The Humanities | History | Levels 9 and 10 | Historical Knowledge | The modern world and Australia | Rights and freedoms (1945 – the present)

• VCADRR045

  Evaluate how the elements of drama, forms and performance styles in devised and scripted drama to convey meaning and aesthetic effect

  Elaborations

  • analysing how the elements of drama are manipulated to focus the dramatic action for audiences and using this information to refine drama they make
  • evaluating how the features and conventions of forms and styles create dramatic meaning and theatrical effect
  • evaluating how ideas and emotions shape the expressive qualities and staging of forms and styles in their own and others’ drama
  • considering how drama theory has been used in creating and performing the text
  • using questions as the basis for an evaluative discussion, for example, ‘How successful were the actors and director in conveying the playwright’s stated intent? How successfully have the design elements been incorporated into the drama?’

  VCADRR045 | The Arts | Drama | Levels 9 and 10 | Respond and Interpret

• VCLVU190

  Describe and reflect on how languages change over time and influence one another

  Elaborations

  • exploring form, usage, history and impact of contact languages, including creoles, pidgins and Aboriginal Englishes
  • investigating and describing how the language has changed over time
  • observing changes to language that reflect changing lifestyles, cultural trends and emerging needs, for example, youth language, the language of new technologies, the impact of music, media and technology on communication
  • reflecting on changes in their own use of their first language(s) over time, noticing how and when new ways are adopted or existing ways adapted
  • exploring changes in language over time, for example, by reviewing old films from state archives or early television shows that include Aboriginal actors

  VCLVU190 | Languages | Victorian Aboriginal Languages | Levels 7 to 10 | Understanding | Language variation and change

• VCASFC080

  Translate Auslan and English texts composed for different audiences and contexts and consider the dynamic nature of translating and interpreting and the role of culture when transferring meaning from one language to another

  Elaborations

  • experimenting with literal Auslan translations of popular English idioms, noticing when this creates confusion (for example, raining cats and dogs) and discussing how to interpret such idioms accurately
  • comparing online Auslan and English public announcements and government policy/information texts in terms of different approaches to translation and preservation of content, for example, free versus literal
  • viewing and discussing the effectiveness and accuracy of online Auslan translations, such as the Catching Fire series of safety videos or the emergency disaster preparedness videos
  • trialling different resources to assist in translation, including online dictionaries and footage, for example by comparing individual translations, back-translating, and reviewing useful references
  • considering the nature of translation with reference to different strategies such as decoding literal meaning (word for sign), reading for meaning (sense for sense) and cultural reading (between the lines)
  • recognising the need to sometimes recast language and considering why one language may use more words/signs than another to communicate a particular meaning or concept, for example, in relation to the use of space and depicting signs in Auslan in describing a scene compared to the linear spoken modality of English
  • critically evaluating the accuracy and effectiveness of English subtitles to an Auslan text, for example the range of community service Auslan messages produced by the Deaf Society of NSW
  • providing annotated examples of translations of poems or other types of text, identifying challenges involved in transferring meaning, expression, culture and mood from one language to another
  • comparing examples of BSL and Auslan literature and evaluating translations from both/each into English, for example of poems by Dorothy Miles or Walter Kadiki
  • translating suitable jokes, songs, poems, stories or plays from English into Auslan and vice versa
  • analysing existing translations of texts, such as short subtitled films or TV programs containing deaf characters using various sign languages, making comparisons with their own translations into Auslan or English and reflecting on identified variations
  • identifying the range of reference materials and resources available to assist in language documentation and translation tasks, for example ELAN, and exploring how to use them
  • researching aspects of available interpreting services in their area, for example, the role of interpreters, qualifications required, ethical considerations and issues associated with interpreting and translating in specialised contexts such as health, education, legal settings
  • exploring the role of deaf people as Deaf interpreters and as language consultants on interpreted theatre events, considering the work this involves and the skills needed for it
  • considering culturally appropriate and ethical behaviour when interpreting and translating, for example by explaining appropriate behaviour in interpreting contexts and considering potential consequences of inaccurate interpreting
  • analysing codes of ethics of interpreters, comparing existing codes in Australia, such as the ASLIA and AUSIT codes, and developing simple translations of the main principles of each code
  • role-playing the part of a Deaf interpreter for unfamiliar deaf guests who are non-conventional Auslan users or users of another signed language in a simple context such as an interaction in a library
  • comparing signed texts in International Sign with translated Auslan versions created by students, using H3 broadcasts as a resource
  • participating in formal situations where interpreters are working, discussing observed translation choices made

  VCASFC080 | Languages | Auslan | First Language Learner | F–10 Sequence | Levels 9 and 10 | Communicating | Translating