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Structure of Mathematical Methods Mathematical Methods

Mathematical Methods is organised into four units. The topics broaden students’ mathematical experience and provide different scenarios for incorporating mathematical arguments and problem solving. The units provide a blending of algebraic and geometric …

Structure of Mathematical Methods | Mathematical Methods | Mathematics | Senior secondary curriculum

Structure of Ancient History Ancient History

Units In Ancient History, students study the key institutions, structures and features of ancient societies and develop a broader and deeper comprehension of the origins, impact and legacy of ideas, beliefs and values of the ancient world. The Ancient …

Structure of Ancient History | Ancient History | Humanities and Social Sciences | Senior secondary curriculum

Structure of Modern History Modern History

Units In Modern History, students study the forces that have shaped the modern world and develop a broader and deeper comprehension of the world in which they live. The Modern History curriculum consists of four units. For each unit there are five to …

Structure of Modern History | Modern History | Humanities and Social Sciences | Senior secondary curriculum

Structure of English as an Additional Language or Dialect English as an Additional Language or Dialect

Units 1–4 Unit 1 focuses on investigating how language and culture are interrelated and expressed in a range of contexts. A variety of oral, written and multimodal texts are used to develop understanding of text structures and language features. The relationship …

Structure of English as an Additional Language or Dialect | English as an Additional Language or Dialect | English | Senior secondary curriculum

ACMMM134

calculate the area between curves in simple cases

ACMEM094

find the area of irregular figures by decomposition into regular shapes

ACHAH376

The evidence at Pompeii and Herculaneum for religious beliefs and practices, for example wall paintings, mosaics, statues and inscriptions

ACMMM031

establish and use the sine and cosine rules and the formula \(Area=\frac12bc\sin A\) for the area of a triangle.

ACMSM059

examine the relationship between the determinant and the effect of a linear transformation on area

ACSPH109

Magnetic flux is defined in terms of magnetic flux density and area

ACMEM092

review metric units of area, their abbreviations, and conversions between them

ACMEM096

find the surface area of pyramids, such as rectangular- and triangular-based pyramids

ACMGM035

determine the area of a triangle given two sides and an included angle by using the rule \(Area=\frac12ab\sin C\), or given three sides by using Heron’s rule, and solve related practical problems

ACMMM124

examine the area problem, and use sums of the form \(\sum\nolimits_if\left(x_i\right)\;\delta x_i\) as area under the curve \(y=f(x)\)

ACMMM129

understand the concept of the signed area function \(F\left(x\right)=\int_a^xf\left(t\right)dt\)

ACMEM021

use metric units of area, their abbreviations, conversions between them, and appropriate choices of units

ACMEM095

find the surface area of familiar solids, including cubes, rectangular and triangular prisms, spheres and cylinders

ACHAH035

The nature of the sources most relevant to these interpretations and representations, for example Plato's dialogues about Atlantis (Timaeus and Critias c.360 BC), the Akrotiri wall paintings (the Spring Fresco, the Naval Campaign Fresco, The Young Boxers …

ACHAH038

The reliability and contestability of the interpretations and representations of ancient Thera, including the written and archaeological evidence for the Atlantis legend, the dating of the Theran eruption and the extent of its impact, the interpretation …

ACSBL047

Factors that affect exchange of materials across membranes include the surface-area-to-volume ratio of the cell, concentration gradients, and the physical and chemical nature of the materials being exchanged

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