YouDoTheMaths

This booklet covers a series of exercises which can assist students to prepare for their OLNA Numeracy Assessment. There are specific skills based exercises and for each set of skills there are practice OLNA questions. The chapters within the booklet are geared to match the diagnostics sheet provided to students.

This booklet covers a series of exercises which can assist students to prepare for their OLNA Numeracy Assessment. There are specific skills based exercises and for each set of skills there are practice OLNA questions. The chapters within the booklet are geared to match the diagnostics sheet provided to students. The document can be separated into convenient sections to allow for easy to print A3 sized booklets.

This booklet covers a series of exercises which can assist students to prepare for their OLNA Numeracy Assessment. There are specific skills based exercises and for each set of skills there are practice OLNA questions. The chapters within the booklet are geared to match the diagnostics sheet provided to students.

This booklet provides ideas and resources for teachers to start their Mathematics lesson. Whilst the content is suitable for many year groups, many of the tasks have been used for students up to Year 12 to help them "warm up" and settle into a Mathematics lesson. The aim is for most tasks to be within reach of the majority of students, with the possibility for able students to extend themselves. Tasks are designed to be short and easy to follow.

This booklet introduces students to solving equations using the Backtracking method. It then covers simple equations which can be solved in one step, to equations involving a single variable on both sides of the equals sign. There are also equations involving simple fractions and more involved algebraic fractions. Word problems are also covered and students have puzzles which require them to translate words into mathematical notation and equations. There are also links to videos to provide less

These worksheets practice various laws associated with operations which involve terms with indices, or exponents. This includes multiplication and division of terms. There are also questions involving negative and fractonal indices, and solving equations where the unknown is the exponent.

Multiplication is the basis for calculations that students perform beyond the early years of their schooling. Often these fundamental skills are assumed and students lose confidence in middle to senior years of schooling. This is evident in topics such as Algebra and Measurement. This book can be used as follows - a book to review basic multilpication properties and multiplication tables. - investigate multiplication and division using powers of ten (eg. 10, 100, 1 000) and their multiples (eg.

This booklet commences with some simple tasks to find the range of different groups of scores. It then displays the process to determine the interquartile range for an even or odd number of scores. This then leads to how to draw box and whisker plots. Students are asked to draw their own graphs, or interpret given box and whisker plots. The final task in this booklet is to tie box and whisker plots, and tables of data with other graphs, in this case dot plots and histograms.

This booklet covers the following work on fractions... Writing fractions based on diagrams Simplifying fractions Writing equivalent fractions Determining mixed numbers and improper fractions Operations with fractions (x, ÷, +, -) Converting between fractions,decimals and percentages Word problems with fractions Ordering decimals

In this booklet, students develop linear relationships between various quantities by examining patterns, tables and graphs. Key features of linear graphs, such as gradients and intercepts are discovered by investigating graphs and patterns. Students work with the linear equation, y = mx + c. As an extension, students investigate parallel and perpendicular linear graphs.

This booklet develops the Pythagorean Theorem from the basic definitions used, through to the development and proof of the formula. There are a variety of worksheets, which practice use of squares and sqaure roots, determine unknown sides of a triangle, word applications and an algebraic extension worksheet.

This booklet covers various problems involving the volume and surface area of cylinders, prisms, cones and spheres. Some are straight forward based on shapes, others involve interpretation of problems in words. There are also questions which involve the conversion of units for length, area and volume. Units include mm, cm, m, mL and L.

This booklet covers basic point graphs, the co-ordinate plane with positive values only, through to the cartesian plane with negative and positive values. The point graphs compare points against two quantities displayed on horizontal and vertical axes. The material on the co-ordinate plane gives examples on how to construct a set of axes, and how to use them to plot points given their co-ordinates.

This booklet reviews measuring and naming angles and then looks at angles within triangles and quadrilaterals. This extends to naming triangles using sides and angles, and how angle properties arise in triangles and quadrilaterals. The booklet also includes properties of angles in parallel lines.

This booklet allows student to develop trigonometric definitions using the unit circle. Students proceed through a pattern of angles within the unit circle and determine the sine, cosine and tangent values. Towards the end of the booklet they work through exercises which solve trigonometric equations, using the unit circle.

This booklet introduces students to algebraic notation and terminology; such as terms, expressions, equations, coefficients, variables etc. It then itroduces the concept of like terms and works through a number of exercises which apply the four basic operations to increasing complexity of algebraic terms.

In this booklet, students are asked to identify line and rotational symmetry. They investigate transformations including translations, reflections and rotations. Rotations are in multiples of 90°. This work is done using two dimensional diagrams and coordinates on the Cartesian plane.

This booklet has a series of puzzles. Each puzzle requires students to solve quadratic equations by a variety of methods. These include the "Null factor law" and factorisation. The last puzzle has a series of word problems which students must translate to algebraic form prior to solving.

This initial part of this booklet establishes the conditions for congruency and similarity in triangles. It then has some exercises which use these conditions to match triangles based on congruency, or similarity. Further exercises apply the conditions by trying to determine the lengths for unknown sides in similar triangles, and applying logical reasoning to solve further questions involving congruent and similar triangles.

Students are expected to have knowledge of how to expand binomial expressions. They use this knowledge to investigate how to factorise a variety of quadratic expressions, starting with a simple form, to more complex expressions. The factorisation processes involve simple quadratic factorisation, difference of perfect sqaures and completing the square.