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This lesson is designed to teach around mathematical tolerance. Lesson structure: Starter/Do Now Prerequisite quiz Big picture to the Complete Maths Scheme Diagram showing a use of tolerance. To support discussion. Series of example problem pair fixed tolerance. Consolidation task. Tolerance as a percentage and using the tolerance values, example problem pair and think pair share Two consolidation tasks. Two mixed practice tasks. Thinking tasks to end. This lesson matches the Complete Maths stage 10.4 objective on Tolerance..

This (updated) lesson is based around finding the perimeter of a semi circle. Only covers semi circles. Starter assumes both area and circumference of circles as well as parts of a circle. ( Definitions taken from NCETM glossary) It has been updated to include example problem pairs. A differentiated task by gradually reducing scaffolded support. Extension sees if learners can apply to a quadrant and three quarters of a circle. Ends with a Same Structure different depth set of questions.

A collection of christmas themed octahedrons. One of the platonic solids but as a christmas decoration.

The 10 Quick Questions power points all follow the same structure. Bell Task, 10QQ with a variety of times depending upon the question. All answers are animated at the end and then the powerpoint can be navigate to provide extra support to questions that form a difficulty. Hope this proves useful.

All of my 10QQs follow the same format, Bell task to settle the class. Introduction screen. The questions are all timed from slide to slide and the timing depends upon the difficulty of each question. At the end all answers are animated and then hyperlinks take you to an example page followed by a short task for more intensive practise of specific topics. This Powerpoint includes: Ratio to fraction conversion. Angles in Triangles. Probability Scale Percentage to decimal conversion. Simplifying fractions. Sequences Solving one step inequalities Expanding single brackets Estimating Solving two step equations.

A series of questions that can be researched in order to develop an understanding of different aspects of bank accounts and banking.

This can be used an an end of topic assessment on angle and measure.

This is a low stakes assessment with corresponding dirt activities. I have tended to print these onto coloured paper so that they are clear in learners books. You give the sprint assessment sheet to the class. Collect this in, mark this sheet and code the w3 and ebi according to the feedback powerpoint. Highlight which area they need to work on, print feedback sheets, give them their sprint assessment and feedback sheet back. They copy in their feedback from the powerpoint. They complete their feed-forward task, using the worked example to try and improve. I have included full answers on the Marking sheet for all activities as well as all the pre-completed codes. If you want more precise feedback simply add it as another bullet point on the feedback pages.

This is an interactive worksheet generator that uses RAG differentiation and updates to create new questions. The different levels of differentiation are through completing worked examples before attempting the question.

This investigation was designed as a support activity in the lead up to an nrich task. The nrich task would provide an excellent extension activity to this and would follow on in a more abstract manner. The worksheet can be used on its own or with the powerpoint for support. It is designed to develop an understanding and appreciation of the cube numbers involved and then to apply these. The powerpoint has teaching notes throughout in the powerpoint section.

A collection of number topics to test: Ordering numbers, Rounding, Negative numbers, Decimal Arithmetic, BIDMAS, HCF and LCM, Prime, squares, factors and multiples.

This uses interleaved worked examples, so learners can switch between spotting areas in a worked example and attempting the questions solely on their own. Starter Assumes that learners have already completed work on circumference of a circle.

A homework or worksheet sheet on sample space diagrams. Addition only but exploring the link between sample space with some thinking questions and forming a hypothesis to the sum of opposite sides on a dice. I have also included a spreadsheet. The spreadsheet has editable elements givings sides to create sample space diagrams for addition and multiplication for sides up to 20. It will also output the probability for chosen amounts. Another tab shows the distribution graphically. This could be sent to the learners for them to explore in a lesson or used to support the homework/worksheet.

This 10QQ is ideal as a recap or a check of prior learning. Includes a bell task with animated answers to help settle learners into the lesson first. The questions are all on timers. Follows the same format as my revision 10QQ Includes basic simplifying a collection of letters through to collecting like terms with square numbers. At the end there are examples and questions of each type which can be used as a review.

I have created a form report generator. The spreadsheet has the ability to input a learners name, attendance data and then various comments. Some comments have access to a comment back or can be manually entered. Others for example attendance are generated automatically. You can also personalise it to your school and year group by entering this data on the Form Info page. I use this in conjunction with a questionnaire that the learners fill it and it dramatically decreases the time taken to do reports. There are quite a lot of protections on the spreadsheet file. In order to paste your comments out then you need to go to the Report output page, then copy and paste out.

Starter is through a linked powerpoint - you will need to change the location for your machine or load up separately. This flashes up the various parts of a circle learners complete with aid of powerpoint. The third slide can be printed so that students can fill in as they go. Lesson then goes through finding the circumference of a circle. Either scaffolded or not. Then onto reverse with the option of finding circumference, then reverse with or without scaffolding. Could easily be split into two lessons with one more independent exercise on finding the circumference of a circle.

This is the second 10QQ in the Expressions series. It is ideal as a recap/consolidation or a check of prior learning. Includes a bell task with animated answers to help settle learners into the lesson first. The questions are all on timers. Follows the same format as my revision 10QQ Questions focus around learners use of multiplying expressions as well as collecting to cubes and then addition involving unknowns with powers.

This can be used as an end of Topic assessment for Fractions, Decimals, Percentages and ratio.