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Circle theorem and algebra

Circle theorem and algebra

Few questions I wrote where students have to set up and solve equations, using their knowledge of circle theorems. Please note on the handwritten sheet, I made a mistake. One of the cyclic quadrilaterals and simultaneous equations does not work, the equations are parallel. I usually sell it as “I have made one deliberate mistake”
steele1989
Volume Angles Trapeziums Bundle

Volume Angles Trapeziums Bundle

Volume Angles Trapeziums Bundle All answers are included. If bought independently, these 3 resources would cost £7, but I am offering them in this bundle for £5.50, a saving of 21%. To view items individually, please go to Maths Shop
Elsie99
Year 4 Maths BUNDLE

Year 4 Maths BUNDLE

This resource is a BUNDLE of all of the different strands of the 2014 National Curriculum of England’s Maths objectives for Year 4 in NUMBER & PLACE VALUE; OPERATIONS; FRACTIONS & DECIMALS; MEASUREMENT; AND PROPERTIES OF SHAPE. ADDITIONALLY there are HANDS-ON FRACTION & DECIMAL AND MEASUREMENT PRACTICE WITH FOOD AND PAPER AIRPLANES for children to apply their understanding in context with donuts and lemonade. The pack can be used for reinforcement, in Maths centres for review, Morning Maths work, as well as for home learning tasks.
erinbrasington
Year 4 Maths: Properties of Shape

Year 4 Maths: Properties of Shape

This resource has been made using the properties of shape objectives for Year 4 from the 2014 National Curriculum of England: Compare and classify geometric shapes, including quadrilaterals and triangles, based on their properties and sizes Identify acute and obtuse angles and compare and order angles up to two right angles by size Identify lines of symmetry in 2D shapes presented in different orientations Complete a simple symmetric figure with respect to a specific line of symmetry The pack can be used for reinforcement, in Maths centres for review, Morning Maths work, as well as for home learning tasks.
erinbrasington
Year 5 Lengths and Angles in Shapes Summer Block 2 Step 7 Lesson Pack

Year 5 Lengths and Angles in Shapes Summer Block 2 Step 7 Lesson Pack

This Year 5 Lengths and Angles in Shapes lesson pack includes a teaching PowerPoint and differentiated varied fluency, and reasoning problem solving questions. The varied fluency resource is differentiated in three ways and includes a selection of different questions types. The reasoning and problem solving resource is differentiated in three ways and includes one reasoning and two problem solving question types. You can find more resources which follow the same small steps White Rose Maths Guidance here.
ClassroomSecrets
Year 3 Compare Angles Summer Block 3 Step 3 Lesson Pack

Year 3 Compare Angles Summer Block 3 Step 3 Lesson Pack

This Year 3 Compare Angles lesson pack includes a teaching PowerPoint and differentiated varied fluency, and reasoning problem solving questions. The varied fluency resource is differentiated in three ways and includes a selection of different questions types. The reasoning and problem solving resource is differentiated in three ways and includes one reasoning and two problem solving question types. You can find more resources which follow the same small steps White Rose Maths Guidance here.
ClassroomSecrets
Year 3 Right Angles in Shapes Summer Block 3 Step 2 Lesson Pack

Year 3 Right Angles in Shapes Summer Block 3 Step 2 Lesson Pack

This Year 3 Right Angles in Shapes lesson pack includes a teaching PowerPoint and differentiated varied fluency, and reasoning problem solving questions. The varied fluency resource is differentiated in three ways and includes a selection of different questions types. The reasoning and problem solving resource is differentiated in three ways and includes one reasoning and two problem solving question types. You can find more resources which follow the same small steps White Rose Maths Guidance here.
ClassroomSecrets
GCSE 9-1 Geometry Questions (Bundle)

GCSE 9-1 Geometry Questions (Bundle)

These carefully selected compilations of exam questions have fully-worked solutions designed for students to go through at home, saving valuable time in class. Click 👉 tes.com/…/Exam Question Bundles… to download the other four bundles.<hr>I usually print these questions as an A5 booklet and issue them in class or give them out as a homework. I also make them available for a student who wants to do focused independent study on a topic.<hr>👍If you like this resource, then please rate it and/or leave a comment💬. If the rate-resource button on this page doesn’t work, then go to your ratings page by clicking 👉 www.tes.com/…/rate-resources…
Maths4Everyone
Year Five - Autumn, Spring, Sum 1 and Sum 2 (Follows order of White Rose)

Year Five - Autumn, Spring, Sum 1 and Sum 2 (Follows order of White Rose)

All teaching slides for Autumn and Spring and Sum 1 and Sum 2. Influenced by recent maths hub CPD training and mastery/CPA approach to teaching mathematics. Includes reasoning and problem solving activities to explore, model and discuss in order to teach the underlying mathematical concepts. Follows ORDER of White Rose teaching guidance. Join the Facebook group ‘mastering primary maths’ for preview lessons in the files section :)
xkarenx
FREE Year 3 Turns and Angles Summer Block 3 Step 1 Lesson Pack

FREE Year 3 Turns and Angles Summer Block 3 Step 1 Lesson Pack

This Year 3 Turns and Angles lesson pack includes a teaching PowerPoint and differentiated varied fluency, and reasoning problem solving questions. The varied fluency resource is differentiated in three ways and includes a selection of different questions types. The reasoning and problem solving resource is differentiated in three ways and includes one reasoning and two problem solving question types. You can find more resources which follow the same small steps White Rose Maths Guidance here.
ClassroomSecrets
Year 5 Calculating Angles around a Point Summer Block 2 Step 6 Lesson Pack

Year 5 Calculating Angles around a Point Summer Block 2 Step 6 Lesson Pack

This Year 5 Calculating Angles around a Point lesson pack includes a teaching PowerPoint and differentiated varied fluency, and reasoning problem solving questions. The varied fluency resource is differentiated in three ways and includes a selection of different questions types. The reasoning and problem solving resource is differentiated in three ways and includes one reasoning and two problem solving question types. You can find more resources which follow the same small steps White Rose Maths Guidance here.
ClassroomSecrets
GCSE maths revision 1- 5

GCSE maths revision 1- 5

A collection of foundation maths resources aimed at post 16 learners in an FE setting but equally useful for all foundation maths students looking for revision practice. Tips for effective revision, a mathematical model of problem solving and revision opportunities for topics including: fractions, percentages (including % change), algebra, standard form to name a few. 11 topics included overall
drpallad
Maths Quiz

Maths Quiz

A maths quiz that tests multiple areas of the maths curriculum: Mental Maths Calculations involving decimals Money Shape Area and Perimeter BODMAS Measurements & Units Percentages Duration Speed Data Handling Circles
paultyler
Year 5 Drawing Lines and Angles Summer Block 2 Step 4  Lesson Pack

Year 5 Drawing Lines and Angles Summer Block 2 Step 4 Lesson Pack

This Year 5 Drawing Lines and Angles lesson pack includes a teaching PowerPoint and differentiated varied fluency, and reasoning problem solving questions. The varied fluency resource is differentiated in three ways and includes a selection of different questions types. The reasoning and problem solving resource is differentiated in three ways and includes one reasoning and two problem solving question types. You can find more resources which follow the same small steps White Rose Maths Guidance here.
ClassroomSecrets
Roll-a-topic GCSE foundation Geometry Revision

Roll-a-topic GCSE foundation Geometry Revision

A revision activity that can be used for KS3 or foundation GCSE pupils. Can be implemented in lots of ways. I ask pupils to get into pairs, take turns rolling two dice to form a co-ordinate and attempt to solve the corresponding question. Pupil put their initials on problems they have solved and after 30-45 minutes stop and count who has solved the most. Very engaging for year 10 and 11 foundation GCSE pupils. If you use this resource please leave a review! :)
prescott72
Year 5 Angles on a Straight Line Summer Block 2 Step 5  Lesson Pack

Year 5 Angles on a Straight Line Summer Block 2 Step 5 Lesson Pack

This Year 5 Angles on a Straight Line lesson pack includes a teaching PowerPoint and differentiated varied fluency, and reasoning problem solving questions. The varied fluency resource is differentiated in three ways and includes a selection of different questions types. The reasoning and problem solving resource is differentiated in three ways and includes one reasoning and two problem solving question types. You can find more resources which follow the same small steps White Rose Maths Guidance here.
ClassroomSecrets
Corresponding and Alternate Angles (full lesson)

Corresponding and Alternate Angles (full lesson)

An animated powerpoint demonstrating the equivalence of corresponding and alternate angles. Includes a starter to recap angles on a straight line and in a full turn, three worksheets of increasing difficulty, and a game of pairs where students match diagrams with the size of the unknown angle and the rule used.
dsattaur
3D Trigonometry

3D Trigonometry

A worksheet with plenty of 3D Trig questions for students to try. Please let me know if you like it. Numerical answers are at the bottom.
RAGMaths
Illustrating properties of shapes

Illustrating properties of shapes

2 differentiated worksheets working towards mastery in identifying and illustrating properties of shapes, including parallel lines, equal sides, equal angles, right angles and perpendicular lines. Includes reasoning and problem solving questions.
spanni
IB Maths HL - Complete Notes

IB Maths HL - Complete Notes

Complete notes, without any option topics, just the main topics 1 to 6 This is a collection of all of the notes I have written for my IB Maths HL class. They are handwritten, concise notes, covering the whole course in 77 pages. Topic 1 - Algebra - 21 Pages Topic 2 - Functions - 10 Pages Topic 3 - Trigonometry - 6 Pages Topic 4 - Vectors - 10 Pages Topic 5 - Statistics & Probability - 10 Pages Topic 6 - Calculus - 20 Pages If you would like to see what you would be getting, you can download Topic 1 of IB SL or IB Math Studies for free. I hope you enjoy, and please ‘follow’, as I will be uploading other IB resources soon.
jwmcrobert
Circle theorems lesson 8

Circle theorems lesson 8

A complete lesson on the theorem that a perpendicular bisector of a chord passes through the centre of a circle. Assumes pupils can already use the theorems that: The angle at the centre is twice the angle at the circumference The angle in a semicircle is 90 degrees Angles in the same same segment are equal .Opposite angles in a cyclic quadrilateral sum to 180 degrees A tangent is perpendicular to a radius Angles in alternate segments are equal Tangents from a point are equal so that more varied questions can be asked. Please see my other resources for lessons on these theorems. Activities included: Starter: An animation reminding pupils about perpendicular bisectors, with the intention being that they would then practice this a few times with ruler and compass. Main: Instructions for pupils to investigate the theorem, by drawing a circle, chord and then bisecting the chord. Slides to clarify the ‘two-directional’ nature of the theorem. Examples of missing angle or length problems using the theorem (plus another theorem, usually) A similar set of eight questions for pupils to consolidate. An extension prompt for pupils to use the theorem to locate the exact centre of a given circle. Plenary: An animation of the proof without words, the intention being that pupils try to describe the steps. Printable worksheets and answers included. Please review if you buy, as any feedback is appreciated!
danwalker
Circle theorems lesson 7

Circle theorems lesson 7

A complete lesson on the theorem that tangents from a point are equal. Assumes pupils can already use the theorems that: The angle at the centre is twice the angle at the circumference The angle in a semicircle is 90 degrees Angles in the same same segment are equal .Opposite angles in a cyclic quadrilateral sum to 180 degrees A tangent is perpendicular to a radius Angles in alternate segments are equal so that more varied questions can be asked. Please see my other resources for lessons on these theorems. Activities included: Starter: Instructions for pupils to discover the theorem, by drawing tangents and measuring. Main: Slides to clarify why this theorem usually involves isosceles triangles. Related examples, finding missing angles. A set of eight questions using the theorem (and usually another theorem or angle fact). Two very sneaky extension questions. Plenary: An animation of the proof without words, the intention being that pupils try to describe the steps. Printable worksheets and answers included. Please review if you buy, as any feedback is appreciated!
danwalker
Circle theorems lesson 6

Circle theorems lesson 6

A complete lesson on the alternate segment theorem. Assumes pupils can already use the theorems that: The angle at the centre is twice the angle at the circumference The angle in a semicircle is 90 degrees Angles in the same same segment are equal .Opposite angles in a cyclic quadrilateral sum to 180 degrees A tangent is perpendicular to a radius so that more varied questions can be asked. Please see my other resources for lessons on these theorems. Activities included: Starter: Some basic questions to check pupils know what the word subtend means. Main: Animated slides to define what an alternate segment is. An example where the angle in the alternate segment is found without reference to the theorem (see cover image), followed by three similar questions for pupils to try. I’ve done this because if pupils can follow these steps, they can prove the theorem. However this element of the lesson could be bypassed or used later, depending on the class. Multiple choice questions where pupils simply have to identify which angles match as a result of the theorem. In my experience, they always struggle to identify the correct angle, so these questions really help. Seven examples of finding missing angles using the theorem (plus a second theorem for most of them). A set of eight similar problems for pupils to consolidate. An extension with two variations -an angle chase of sorts. Plenary: An animation of the proof without words, the intention being that pupils try to describe the steps. Printable worksheets and answers included. Please review if you buy, as any feedback is appreciated.
danwalker
Circle theorems lesson 5

Circle theorems lesson 5

A complete lesson on the theorem that a tangent is perpendicular to a radius. Assumes pupils can already use the theorems that: The angle at the centre is twice the angle at the circumference The angle in a semicircle is 90 degrees Angles in the same same segment are equal .Opposite angles in a cyclic quadrilateral sum to 180 degrees so that more varied questions can be asked. Please see my other resources for lessons on these theorems. Activities included: Starter: Some basic recap questions on theorems 1 to 4 Main: Instructions for pupils to discover the rule, by drawing tangents and measuring the angle to the centre. A set of six examples, mostly using more than one theorem. A set of eight similar questions for pupils to consolidate. A prompt for pupils to create their own questions, as an extension. Plenary: A proof by contradiction of the theorem. Printable worksheets and answers included. Please do review if you buy, as any feedback is greatly appreciated!
danwalker
Y4 identify, Compare and Order Angles

Y4 identify, Compare and Order Angles

This is a worksheet that I created for the more able children in my class when working on the Y4 Objective, Identify acute and obtuse angles and compare and order angles up to two right angles by size. Children have to identify angles as they plot a route the diver takes to feed Bruce the Shark. They have to order the angles that they have created. Answer sheet provided.
minkyman
SATs Bundle (Geometry)

SATs Bundle (Geometry)

Topic-focused SATs questions and fully-worked solutions for the GEOMETRY strand. Click 👉 tes.com/…/bundles… for booklet bundles of the other strands.<hr>I have put all my GEOMETRY booklets together in this one convenient download. I hope that this is helpful to you.<hr> The questions in these booklets are in the style of actual SATs questions and are designed to be printed as A4 or A5. KEY POINTS: I have provided full answers, with comments and working where helpful. I have maintained the style of the actual SATs questions so that students can become comfortable with the way that SATs questions are presented. Most of the questions are from actual SATs papers, but I have also added questions so that this resource matches the requirements the current curriculum better than the older resources that are still in common use (note that many of the older resources of this type contain questions on topics which are no longer examined). I have spent a lot of time arranging the questions so that there is a general increase in difficulty as students work through them, and so that they fit on the pages better – this means less wasted space and significant paper-saving when printing 😃 <hr>👍If you like this resource, then please rate it and/or leave a comment💬. If the rate-resource button on this page doesn’t work, then go to your ratings page by clicking 👉 www.tes.com/…/rate-resources…
Maths4Everyone
SATs Bundle (Measurement)

SATs Bundle (Measurement)

Topic-focused SATs questions and fully-worked solutions for the MEASUREMENT strand. Click 👉 tes.com/…/bundles… for booklet bundles of the other strands.<hr>I have put all my MEASUREMENT booklets together in this one convenient download. I hope that this is helpful to you.<hr> The questions in these booklets are in the style of actual SATs questions and are designed to be printed as A4 or A5. KEY POINTS: I have provided full answers, with comments and working where helpful. I have maintained the style of the actual SATs questions so that students can become comfortable with the way that SATs questions are presented. Most of the questions are from actual SATs papers, but I have also added questions so that this resource matches the requirements the current curriculum better than the older resources that are still in common use (note that many of the older resources of this type contain questions on topics which are no longer examined). I have spent a lot of time arranging the questions so that there is a general increase in difficulty as students work through them, and so that they fit on the pages better – this means less wasted space and significant paper-saving when printing 😃 <hr>👍If you like this resource, then please rate it and/or leave a comment💬. If the rate-resource button on this page doesn’t work, then go to your ratings page by clicking 👉 www.tes.com/…/rate-resources…
Maths4Everyone
Circle theorems lesson 4

Circle theorems lesson 4

A complete lesson on the theorem that opposite angles in a cyclic quadrilateral sum to 180 degrees. Assumes that pupils have already met the theorems that the angle at the centre is twice the angle at the circumference, the angle in a semicircle is 90, and angles in the same segment are equal. See my other resources for lessons on these theorems. Activities included: Starter: Some basics recap questions on the theorems already covered. Main: An animation to define a cyclic quadrilateral, followed by a quick question for pupils, where they decide whether or not diagrams contain cyclic quadrilaterals. An example where the angle at the centre theorem is used to find an opposite angle in a cyclic quadrilateral, followed by a set of three similar questions for pupils to do. They are then guided to observe that the opposite angles sum to 180 degrees. A quick proof using a very similar method to the one pupils have just used. A set of 8 examples that could be used as questions for pupils to try and discuss. These have a progression in difficulty, with the later ones incorporating other angle rules. I’ve also thrown in a few non-examples. A worksheet of similar questions for pupils to consolidate, followed by a second worksheet with a slightly different style of question, where pupils work out if given quadrilaterals are cyclic. A related extension task, where pupils try to decide if certain shapes are always, sometimes or never cyclic. Plenary: A slide showing all four theorems so far, and a chance for pupils to reflect on these and see how the angle at the centre theorem can be used to prove all of the rest. Printable worksheets and answers included. Please review if you buy as any feedback is appreciated!
danwalker
Circle theorems lesson 3

Circle theorems lesson 3

A complete lesson on the theorem that angles in the same segment are equal. I always teach the theorem that the angle at the centre is twice the angle at the circumference first (see my other resources for a lesson on that theorem), as it can be used to easily prove the same segment theorem. Activities included: Starter: Some basic questions on the theorems that the angle at the centre is twice the angle at the circumference, and that the angle in a semi-circle is 90 degrees, to check pupils remember them. Main: Slides to show what a chord, major segment and minor segment are, and to show what it means to say that two angles are in the same segment. This is followed up by instructions for pupils to construct the usual diagram for this theorem, to further consolidate their understanding of the terminology and get them to investigate what happens to the angle. A ‘no words’ proof of the theorem, using the theorem that the angle at the centre is twice the angle at the circumference. Missing angle examples of the theorem, that could be used as questions for pupils to try. These include more interesting variations that incorporate other angle rules. A set of similar questions with a progression in difficulty, for pupils to consolidate. Two extension questions. Plenary: A final set of six diagrams, where pupils have to decide if two angles match, either because of the theorem learnt in the lesson or because of another angle rule. Printable worksheets and answers included. Please do review if you buy as any feedback is greatly appreciated!
danwalker
Circle theorems lesson 2

Circle theorems lesson 2

A complete lesson on the theorem that the angle in a semicircle is 90 degrees. I always teach the theorem that the angle at the centre is twice the angle at the circumference first (see my other resources for a lesson on that theorem), as it can be used to easily prove the semicircle theorem. Activities included: Starter: Some basic questions on the theorem that the angle at the centre is twice the angle at the circumference, to check pupils remember it. Main: Examples and non-examples of the semicircle theorem, that could be used as questions for pupils to try. These include more interesting variations like using Pythagoras’ theorem or incorporating other angle rules. A set of questions with a progression in difficulty. These deliberately include a few questions that can’t be done, to focus pupils’ attention on the key features of diagrams. An extension task prompt for pupils to create their own questions using the two theorems already encountered. Plenary: Three discussion questions to promote deeper thinking, the first looking at alternative methods for one of the questions from the worksheet, the next considering whether a given line is a diameter, the third considering whether given diagrams show an acute, 90 degree or obtuse angle. Printable worksheets and answers included. Please do review if you buy as any feedback is greatly appreciated!
danwalker
Angles in a quadrilateral

Angles in a quadrilateral

A complete lesson on the interior angle sum of a quadrilateral. Requires pupils to know the interior angle sum of a triangle, and also know the angle properties of different quadrilaterals. Activities included: Starter: A few simple questions checking pupils can find missing angles in triangles. Main: A nice animation showing a smiley moving around the perimeter of a quadrilateral, turning through the interior angles until it gets back to where it started. It completes a full turn and so demonstrates the rule. This is followed up by instructions for pupils to try the same on a quadrilateral that they draw. Instructions for pupils to use their quadrilateral to do the more common method of marking the corners, cutting them out and arranging them to form a full turn. This is also animated nicely. Three example-problem pairs where pupils find missing angles. Three worksheets, with a progression in difficulty, for pupils to work through. The first has standard ‘find the missing angle’ questions. The second asks pupils to find missing angles, but then identify the quadrilateral according to its angle properties. The third is on a similar theme, but slightly harder (eg having been told a shape is a kite, work out the remaining angles given two of the angles). A nice extension task, where pupils are given two angles each in three quadrilateral and work out what shapes they could possibly be. Plenary: A look at a proof of the rule, by splitting quadrilaterals into two triangles. A prompt to consider what the sum of interior angles of a pentagon might be. Printable worksheets and answers included throughout. Please review if you buy as any feedback is appreciated!
danwalker
Polygons introduction

Polygons introduction

A complete lesson on types of polygon, although it goes well beyond the basic classifications of regular and irregular. This lesson gives a flavour of how my resources have been upgraded since I started charging. Activities included: Starter: A nice kinesthetic puzzle, where pupils position two triangles to find as many different shapes as they can. Main: A slide of examples and non-examples of polygons, for pupils to consider before offering a definition of a polygon. A slide showing examples of different types of quadrilateral . Not the usual split of square, rectangle, etc, but concave, convex, equilateral, equiangular, regular, cyclic and simple. This may seem ‘hard’, but I think it is good to show pupils that even simple ideas can have interesting variations. A prompt for pupils to try and draw pentagons that fit these types, with some follow-up questions. A brief mention of star polygons (see my other resources for a complete lesson on this). Slides showing different irregular and regular polygons, together with some follow-up questions. Two Venn diagram activities, where pupils try to find polygons that fit different criteria. This could be extended with pupils creating their own Venn diagrams using criteria of their choice. Could make a nice display. Plenary: A table summarising the names of shapes they need to learn, with a prompt to make an educated guess of the names of 13, 14 and 15 sided shapes. Minimal printing needed and answers included where applicable. I have also added key questions and suggested extensions in the notes boxes. Please review if you buy as any feedback is very much appreciated.
danwalker
Coordinates rich task

Coordinates rich task

This started as a lesson on plotting coordinates in the 1st quadrant, but morphed into something much deeper and could be used with any class from year 7 to year 11. Pupils will need to know what scalene, isosceles and right-angled triangles are to access this lesson. The first 16 slides are examples of plotting coordinates that could be used to introduce this skill, or as questions to check pupils can do it, or skipped altogether. Then there’s a worksheet where pupils plot sets of three given points and have to identify the type of triangle. I’ve followed this up with a set of questions for pupils to answer, where they justify their answers. This offers an engaging task for pupils to do, whilst practicing the basic of plotting coordinates, but also sets up the next task well. The ‘main’ task involves a grid with two points plotted. Pupils are asked to plot a third point on the grid, so that the resulting triangle is right-angled. This has 9 possible solutions for pupils to try to find. Then a second variant of making an isosceles triangle using the same two points, with 5 solutions. These are real low floor high ceiling tasks, with the scope to look at constructions, circle theorems and trig ratios for older pupils. Younger pupils could simply try with 2 new points and get some useful practice of thinking about coordinates and triangle types, in an engaging way. I have included a page of suggested next steps and animated solutions that could be shown to pupils. Please review if you buy as any feedback is appreciated!
danwalker
Y6 Sats Safari - property of 2d and 3d shapes

Y6 Sats Safari - property of 2d and 3d shapes

**Learning Objectives ** To distinguish between regular and irregular polygons based on reasoning about equal sides and angles To compare and classify geometric shapes based on their properties and sizes and find unknown angles in any triangles, quadrilaterals, and regular polygons. To recognise and describe simple 3‐D shapes A fun revision method designed to appeal to all learning styles but with an emphasis on active learners who enjoy kinesthetic activities. Children will be challenged to complete three levels of SATs questions based on the Testbase categories of: Accessible, Age Expected, Difficult (& Challenging) The lesson consists of: A powerpoint introduces the lesson A set of algebraic problems are provided to be cut and distributed in three areas of the classroom A score card is provided to allow children to compete as equals while Teachers / TAs mark each question before children are free to move on to the next.
MikeRichards
Year 4 - Geometry - Properties of Shape - Summer - Block 5 - BUNDLE White Rose

Year 4 - Geometry - Properties of Shape - Summer - Block 5 - BUNDLE White Rose

This bundle covers Year 4 - Geometry - Properties of Shape (Block 5 - week 8-10). You will save 40% buying this bundle! You will get: Week 8 , Week 9, Week 10 It covers the small steps: Week 8: • Identify angles • Compare and order angles Week 9: • Triangles • Quadrilaterals Week 10: • Lines of symmetry • Symmetrical figures The resources support a mastery approach to encourage a deeper understanding of the topics taught. It follows a CPA (Concrete, Pictorial, Abstract) approach to ensure all children can access learning. The pack provides pictorial and abstract representations, along with reasoning, problem solving and open-ended investigations. Details of this can be seen in the contextual overview provided. I hope you find them useful. If you have any questions, please email thedigitalstationer@gmail.com. Thanks, The Digital Stationer
Thedigitalstationer