<p>This powerpoint introduces students to parabolas and how they relate to quadratic functions. The slideshow also includes a quick review of linear graphs. Powerpoint includes exercises for students to complete and uses see think wonder vocabulary.</p>

<p>This resource reviews the effect of a, p and q in TP form𝑦=〖𝑎(𝑥−𝑝)〗^2+ 𝑞<br /> and solving quadratic equations given in worded form. This slideshow is suitable for students with prior knowledge of quadratic equations</p>

<p>A one hour marks based assessment on quadratic equations and graphs.</p>

<p>This powerpoint introduces factorising and using the null factor law to solve quadratic equations. The discriminant and quadratic formula are introduced. Practice and example questions are included.</p>

<p>This active statistical assessment introduces students to the investigative process by getting active in maths. Stem and Leaf plots, measures of central tendancy and spread included as well as Excel spreadsheet instructions on a powerpoint. Marking key provided for a written report of the investigation. The report could include:</p> <ul> <li>The aim of the investigation</li> <li>A description of how the data was collected</li> <li>A data display</li> <li>Measures of spread and central tendency</li> <li>A written summary about the data</li> </ul>

<p>Students use this list to check off all the skills required to be fluent in quadratic equations and their corresponding parabolic graphs</p>

<p>This powerpoint corresponds to Unit 1 of the Australian Maths Methods course. Topics include polynomials of degree three (cubics) , reciprocal and root functions. Non functions are introduced in this unit of work. Textbook reference is AJ Sadler by Nelson</p>

<p>A presentation to introduce operations with integers. Understanding is developed through pattern recognition, challenge questions included.</p>

A presentation which explains functions in graphs. Includes several examples and practice exam questions.

A collection of revision activities on sine and cosine rules.

A presentation on Venn diagrams and sets with questions

A explanation of patterns and proof with a variety of examples and questions.

This is a great little investigation/assessment I use with extension class to introduce patterns in the way of figurate numbers and identify student's potential to do algebra. Part A is done at home and then Part B is a validation test to do in class. Note: The question in the box in Part B involves proof, it is an optional question for students to do (identify any really gifted mathematicians)

A presentation on sequences with examples and questions

A presentation which outlines a maths problem related to the number of lockers in a school. Works on problem solving skills.

<p>This slideshow and 10 minute quiz is ideal to use as a part of an algebra revision unit before an exam or assessment. It covers linear, quadratic, cubic and simultaneous equations. Powerpoint contains the solutions to the quiz. Could also be used to assess students who have weak algebra skills in an advanced course like introductory calculus</p>

<p>Investigative task to assess students understanding of fractions</p>

I use this lesson to introduce factors, prime numbers and order of operations to my students as they begin secondary school. It also touches on rounding, approximations, square roots and cube roots. Full of possible investigations it is suitable for differentiation and extension of Gifted and Talented students.

<p>The video shows some Swedish teachers attempting this wonderful geometric puzzle originating in the late 1800s . I have created a powerpoint that provides historical context to the problem. Students will use investigative skills, geometry and logic.</p>

<p>This test includes calculator questions and non calculator questions suitable for students at an advanced pre calculus level.</p>