A powerpoint listing the properties of quadrilaterals including angles, equal/parallel sides, line and rotational symmetry and diagonals. Some slides/ideas taken from other resources credited below. Thanks to Owen134866 for the starter slide which the rest of the powerpoint is based on! (original resource found at: http://www.tes.co.uk/teaching-resource/How-many-Quadrilaterals-6329853/) Thanks to bademola for the riddle questions (original resource found at: http://www.tes.co.uk/teaching-resource/Quadrilaterals-6129305/)

Powerpoint activity/tutorial on finding gradients and worksheet to accompany.

Short powerpoint explaining how diagrams are often labelled using letters. (Last slide has been corrected!)

Activity based on the final round of ITV quiz show 'The Chase'. <br /> <br /> Each table has a whiteboard and pen. Students have 5 minutes to answer as many questions as possible from the board. When a table (or all tables depending on how you wish to set up the activity) have the correct answer, the slide can be changed for the next question. Keep a tally of correct answers.<br /> <br /> Once the 5 minutes are up, it is the students turn to write questions on their whiteboards for the teacher aka 'The Chaser' to answer. Teacher can have same time limit or less depending on student ability. Keep a tally of teacher's correct answers.<br /> <br /> Will the class be caught?!<br /> <br /> This powerpoint has 30 questions on substitution and simplifying algebra. These questions could be changed to revise any topic.

Starter/Plenary activity. Matching cards

Series of Negative Number Addition, Subtraction, Multiplication and Division questions. Could be used as a starter.

Starter/Plenary: set of differentiated expanding brackets questions and answers

Two sheets to practice using the AND/OR rules of probability. Shorter worksheet can be used as a teacher led example.

<p>Name the horizontal and vertical line equations bingo game</p>

A short worksheet with a variety of cubic sequences. The aim is to get students to look at and investigate the difference between terms in the n^3, 2n^3 and 3n^3 sequences. (Divide 3rd difference by 6)<br /> <br /> Once they have done this, there are some challenging sequence questions for them to complete. (Answers included on a powerpoint)<br /> <br /> Many thanks for the questions which were taken from resources created by dr185 and rpwelch32

I created this activity to help explain how to divide an amount using ratios: Add the ratios to find out how many 'envelopes' to split the total amount into, then share the money evenly between each. How many envelopes does each person get?

Animated PowerPoint demonstrating how to rotate a shape with or without tracing paper

I created this powerpoint to go with the fabulous resource available on the included website. My class completed the tasks over 2/3 lessons, there are two different starter activities included on the powerpoint and a progress checker/task checklist sheet which can be printed and given to students.

Selection of pub quizzes for end of term activities. Each quiz also includes a picture round, music round and answer sheet.<br /> <br /> Could be used mixed and matched or as templates for other topics/questions.

Map of local area (could be changed) for use as end of topic resource. Very open, student led activity; they write their own questions for a partner to answer. Topics my class included were scale, bearings, trigonometry, pythagoras and even standard form (measuring in light years!)

<p>Students use the FACT button on their calculator to break numbers down into their product of prime factors.</p>

<p>A Christmas maths activity. Students design baubles and decorate with mathematic measurements. They can cut out the individual pieces to make a 3D bauble :)<br /> The instructions describe decorating using circles, sectors and segments, but these could be adapted.</p>

animated powerpoint for areas of different polygons (rectangle, triangle, parallelogram, trapezium, circle)

Differentiated questions - applying Pythagoras to Isosceles triangles, proving a triangle is right angled

There are two different types of enlargement examples: <br /> Describing movement/vectors using words<br /> Using Vector notation<br /> <br /> I have also included a starter task used with a low ability group who had difficulty copying notes/examples/diagrams from the board

<p>A mini whiteboard activity to check pupil understanding of the index law<br /> Could be turned into a bingo game</p>