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Rearranging - Which one is the odd one out?
alisonkthompsonalisonkthompson

Rearranging - Which one is the odd one out?

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This is a simple set of Matching cards that looks at a series of rearrangements. There are two formulae which could be a rearrangement of each other and then one that is the odd one out. Sets of these can be cut out and put into individual bags for a starter activity in pairs and groups. It has been designed to generate discussion about rearranging and the rules that apply. I have used it with GCSE and my Year 9 high ability group.
Rearranging Formulae for GCSE - Staged Worksheet
alisonkthompsonalisonkthompson

Rearranging Formulae for GCSE - Staged Worksheet

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This is a staged worksheet from C Grade to A* that shows a series of examination questions where the question and the final answer are both given. The idea is that the pupils show the correct stages of working out to gain as many method marks as possible.
Plans and Elevations Extension Work
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Plans and Elevations Extension Work

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This is a worksheet designed to be used as pair work for pupils who need an extended task. Pupils are asked to draw a 3D solid so that their desk partner can draw the plan view, side and front elevations, and also they are asked to draw the plan view, front and side elevations for their desk partner to draw the 3D solid. Pupils can make them as difficult as they like! This is a tricky extension activity for some, but really demonstrates progress and understanding in this topic.
Dice Substitution Game
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Dice Substitution Game

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This is a game usually played in pairs, but can be played with up to 4 players. Pupils take it in turns to throw a dice, and then substitute the value thrown into one of their expressions on their sheet. The values of the expressions are then totaled at the end of the game, and the player with the biggest score is the winner. To make the game harder, you could have the player with the smallest score the winner.
Substitution Order Cards
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Substitution Order Cards

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A differentiated substitution activity. Pupils can roll a dice and then substitute their score into each of the cards and then place them in order of the answers. There are 3 levels of card....is the order the same regardless of the number that is substituted? What happens when you substitute a negative into the cards?
Memorise Trigonometric Ratios of 0, 30, 45, 60 and 90 degrees
alisonkthompsonalisonkthompson

Memorise Trigonometric Ratios of 0, 30, 45, 60 and 90 degrees

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For the new 9-1 GCSE pupils now have to learn and recall the trigonometric ratios for at least 30, 45 and 60 degrees. This presentation will give pupils a method of learning each value and be able to contruct a table in a systematic way to aid memory. The resource includes both the presentation and the table blanks too.
Easter Statistics with chocolate eggs
alisonkthompsonalisonkthompson

Easter Statistics with chocolate eggs

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For this resource you need a selection of 30 mini chocolate eggs/bunnies etc in a bag. Pupils look at the different types of eggs that they have and then calculate some statistics and complete a pie chart. You could adapt it to make it more or less structured. I used this for lower ability groups in Years 7, 8 & 9.
The Bigger Person
alisonkthompsonalisonkthompson

The Bigger Person

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This bundle includes a staff PowerPoint and a pupil worksheet to accompany the PowerPoint. It has activities on what makes an inspirational person, what being a good citizen is and also recognising behaviours of a good citizen. We used it for our KS3 PSHE Bootcamp Day where we were encouraging pupils to be good citizens around the school. I have replaced the name of our school with 6 asterisks so that a search and replace facility can be used to insert your school name easily. The lesson is designed to last approximately 1 hour.
Equipment Drawer Labels Maths
alisonkthompsonalisonkthompson

Equipment Drawer Labels Maths

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A set of drawer labels for your classroom equipment which can be cut out and stuck onto your classroom drawers with double sided tape or you could print only large labels
Square Based Pyramid Net (3 x Make a Cube)
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Square Based Pyramid Net (3 x Make a Cube)

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This Pyramid Net has been designed to show why the formula is 1/3 Base Area x Perpendicular Height. Make 3 of them and they fit together to make a Cube which will help pupils understand where the formula comes from. Pupils can easily make 3 or it can be carried out in a small group of 3, so that when they come together they can make a cube.
Simplifying Surds - Progressive Sheet
alisonkthompsonalisonkthompson

Simplifying Surds - Progressive Sheet

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This sheet gives simple examples and a series of questions to accompany each example. It is good with GCSE groups who are not all at the same level, and can be used as a revision resource. I have also added a PowerPoint with each of the questions split into slides with the answers too.
Primary Year 5 & 6 Gifted and Talented Maths Team Challenge Day Resources
alisonkthompsonalisonkthompson

Primary Year 5 & 6 Gifted and Talented Maths Team Challenge Day Resources

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I have gathered a series of fun activities and questions together to form a Year 5 and Year 6 Maths Team Challenge morning. I completed this with teams of 4 pupils (2 Year 5 and 2 Year 6) from various feeder primary schools in our local area. Each group was supervised by one of my Year 10 top set pupils, which enabled them to show leadership and understanding of how younger pupils work. It is quite similar to how the Secondary Maths Team Challenge for the UKMT works, and was adapted for primary pupils to encourage Primary Schools to work with Secondary Schools.
Number Shapes Cards x 3
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Number Shapes Cards x 3

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There are 3 sets of 4 cards getting progressively harder. For each set, pupils have to find the value of the shapes using the equations simultaneously.
Equivalent Fractions and Percentages
alisonkthompsonalisonkthompson

Equivalent Fractions and Percentages

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This resource asks pupils to find fractions, using certain numbers, which are equivalent to percentages 10%…90% It is a starter activity which really ensures that students cannot only simplify fractions but equally are able to convert between fractions and percentages