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FlY3

reads aloud a decodable or simple text at a reasonable pace, grouping words into meaningful phrases (see Understanding texts) uses punctuation cues and some intonation and expression reads accurately at an efficient pace without overt sounding and …

Elaboration ACMSP248

finding the five-number summary (minimum and maximum values, median and upper and lower quartiles) and using its graphical representation, the box plot, as tools for both numerically and visually comparing the centre and spread of data sets

Elaboration ACTDEK045

experimenting with food preservation methods such as freezing and dehydrating to determine changes to food structure and how these impact on designing healthy food solutions, for example dehydrating fruit for the lunch box

OwD3

Understanding the effects of multiplication and division with decimals understands that multiplying and dividing decimals by 10, 100, 1000 changes the positional value of the numerals explains that multiplication does not always make the answer larger …

Outdoor learning

Outdoor learning | Portfolios | Curriculum connections | Resources

QuN12

Understanding place value (directed numbers) orders negative numbers (recognises that −10 °C is colder than −2.5 °C) Representing place value recognises, reads and interprets very large and very small numbers expresses numbers as powers of 10 …

QuN8

Producing number names to at least 1000 counts forwards and backwards by 100s to 1000 (100, 200 … 1000) counts forwards and backwards by tens off the decade to 100 (2, 12, 22, …) Numeral recognition and identification of place value recognises …

ACMMM156

recognise the qualitative features of the graph of \(y=\log_ax\) \((a>1)\) including asymptotes, and of its translations \(y=\log_ax+b\) and \(y=\log_a{(x+c)}\)

ACMSM042

find all solutions of \(\mathrm f\left(\mathrm a\left(\mathrm x-\mathrm b\right)\right)=\mathrm c\) where \(f\) is one of \(\sin\), \(\cos\) or \(\tan\)

ACMSM043

graph functions with rules of the form \(\mathrm y=\mathrm f(\mathrm a\left(\mathrm x-\mathrm b\right))\) where \(f\) is one of \(\sin\), \(\cos\) or \(\tan\)

ACMSM143

use \(\overline x\) and \(s\) to estimate \(\mu\) and \(\sigma\), to obtain approximate intervals covering desired proportions of values of a normal random variable and compare with an approximate confidence interval for \(\mu\)

ACSCH130

Data from analytical techniques, including mass spectrometry, x-ray crystallography and infrared spectroscopy, can be used to determine the structure of organic molecules, often using evidence from more than one technique

Elaboration ACLASFC222

participating in Auslan games and activities using simple clauses in creative ways, for example, ‘Sign Circle’, or passing on a sign shape, for example a rectangle is signed as a door then by the next person as a jewellery box and the next person as a …

Elaboration (8) ACLFRU031

strengthening vocabulary knowledge by making connections with known words (for example, triste, la tristesse; le marché, le supermarché, le marchand), recognising word patterns and building word clusters, for example, number knowledge to 60+, words associated …

ACMSM138

simulate repeated random sampling, from a variety of distributions and a range of sample sizes, to illustrate properties of the distribution of \(\overline X\;\) across samples of a fixed size \(n\), including its mean \(\mu\), its standard deviation …

Elaboration (1) ACLCHU225

examining how language is used to marginalise groups in society, such as how labels are used to simplify identification of groups and influence how such groups are perceived by others, for example, 蚁族、80后/90后

ACMSM139

simulate repeated random sampling, from a variety of distributions and a range of sample sizes, to illustrate the approximate standard normality of \(\frac{\overline X-\mu}{s/\sqrt[{}]n}\) for large samples \(\left(n\geq30\right)\), where \(s\) is the …

ACMMM149

determine and use the probabilities \(\mathrm P\left(\mathrm X=\mathrm r\right)=\begin{pmatrix}\mathrm n\\\mathrm r\end{pmatrix}\mathrm p^\mathrm r{(1-\mathrm p)}^{\mathrm n-\mathrm r}\) associated with the binomial distribution with parameters \(n\) …

Design and Technologies - Years 9 and 10

Years 9 and 10 Design and technologies knowledge and understanding Content descriptions with elaborations Critically analyse factors, including social, ethical and sustainability considerations, that impact on designed solutions for global preferred …

Design and Technologies - Years 9 and 10 | Food and wellbeing dimensions | Dimensions | Curriculum connections | Resources

Elaboration (5) ACLASFC091

introducing self and family and explaining relationships using possessive pronouns, for example: POSS1 NAME X, PRO1 12-YEARS-OLD My name is X, and I’m 12 years old. PRO3 POSS1 BROTHER He’s my brother.

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