ࡱ> q` 1bjbjqPqP ::P)P = = =8B=,n=Hv>v>(>>>@@@ H"H"H"H"H"H"H$IhKFH@@@"@@FH>> [HBBB@>> HB@ HBBB>j> Z =A|BCqH0HBLAvLBLBP@@B@@@@@FHFHtBX@@@H@@@@ F(F( Mathematics Lesson Planning / Self Evaluation Sheet Key: 1 The feature is well established 2 There are some aspects of the feature 3 The feature is not evident Features of good mathematics teaching1/2/3 N/AFeatures of satisfactory mathematics teaching1/2/3 N/AMeeting needs and addressing misconceptionsaTeaching features a successful focus on each pupil learning.Teaching features a successful focus on teaching some content.bTeachers monitor all pupils understanding throughout the lesson, recognising quickly when pupils already understand the work or what their misconceptions might be, for example, circulating to check all have started correctly, spot errors and extend thinking.Pupils generally complete some correct work but the teacher does not recognise when some pupils are stuck, have made errors or already understand the work, for example the teacher moves on too quickly or does not circulate to check so gives answers or methods when pupils have already done the work correctly.cThe teacher listens carefully and interprets pupils comments correctly, building on pupils contributions, questions and misconceptions to aid learning, flexibly adapting to meet needs and confidently departing from plans.The lesson features competent questioning but the teacher is focused more on what has been asked than on the information about understanding that pupils responses or lack of responses offers; misses opportunities to respond to needs, for example does not build on errors or pupils comments that they are stuck, and sticks too closely to plans.dWork challenges higher and lower attainers, as well as middle attainers, because it is informed by teachers knowledge of pupils learning; for example through setting different work for different groups, or encouraging pupils capable of doing so to improve their explanations or use more efficient methodsPupils complete some correct work that extends or consolidates their competence but does not stretch the high attainers or support the low attainers well, for example pupils are given challenging work only if they finish many routine questions quickly or the numbers used in a problem create barriers to the concept for lower attainers.eThe plenary extends learning and meets the needs identified during the lesson.The plenary draws the lesson to an orderly closeUnderstanding concepts and explaining reasoningfLesson objectives involve understanding.Lesson objectives are procedural, such as descriptions of work to be completed, or are general, such as broad topic areas.gLesson activities are structured around key concepts and misconceptions, so that carrying out the activities enhances understanding, for example involving pupils in developing suitable methods to solve problems, selecting questions carefully from exercises. Pupils can explain why a method works and solve again a problem they solved a few weeks earlier.There is a successful focus on developing skills and obtaining correct answers rather than enhancing understanding; such as providing examples which do not illustrate why the method works, or doing questions identical to worked examples, too many of which are similar and are not carefully selected. These skills may be short- lived so pupils cannot answer questions which they have completed correctly a few weeks earlier.hWork requires thinking and reasoning and enables pupils to compare approaches.Methods are clearly conveyed by teachers and used accurately by pupils; pupils rely on referring to examples, formulae or rules rather than understanding or remembering them.iPractical, discussion and ICT work enhance understanding, for example using demonstration and mental visualisation of shapes being rotated, with pairs deciding which method gives the correct answer and why.Practical, discussion and ICT work is motivating and enables pupils to reach correct answers but is superficial and not structured well enough to enhance their understanding, such as unfocused pair work on a book exercise, group tasks where the highest attainer does all the work or free choice of hands-on ICT.jPupils give explanations of their reasoning as well as their methods.Questioning is clear and accurate but does not require explanation or reasoning; pupils describe the steps in their method accurately but do not explain why it works, for example discussion activities enable pupils to share approaches but do not ensure they explain their reasoning. kPupils spend enough time working to develop their understanding.Teachers give effective exposition that enables pupils to complete work correctly but restricts the time they have to develop their understanding through their own work, for example teachers talk for too long, pupils spend too long copying examples, notes or questions, or drawing diagrams.lGood use of subject knowledge capitalises on opportunities to extend understanding, such as through links to other subjects, more complex situations or more advanced mathematics.Any small slips or vagueness in use of subject knowledge do not prevent pupils from making progress.mTeachers introduce new terms and symbols meaningfully, they expect and encourage correct use; pupils and teachers use mathematical vocabulary and notation fluently.Teachers introduce new terms and symbols accurately and demonstrate correct spelling.nLesson forms clear part of a developmental sequence and pupils recognise links with earlier work, different parts of mathematics or contexts for its use.Lesson stands alone adequately but links are superficial, for example pupils know it is lesson two of five on a topic but not how it builds on lesson one. Contexts or applications are mentioned without indicating how the mathematics may be used in a way the pupils can understand.oNon-routine problems, open-ended tasks and investigations are used often by all pupils to develop the broader mathematical skills of problem solving, reasoning and generalising.Typical lessons consist of routine exercises that develop skills and techniques adequately but pupils have few opportunities to develop reasoning, problem solving and investigatory skills, or only the higher attainers are given such opportunities.Involving all pupilspPupils exude enjoyment and involvement in the lesson.Pupils enjoy making progress in an ordered environment.qTeachers ensure all pupils participate actively in whole-class activity, such as through using mini whiteboards in ways which involve all, or partner discussions.Questioning and whole-class activities are pitched appropriately but do not involve all pupils actively, for example few hands up, questions directed to few pupils, some not attempting written tasks, mini whiteboards held up whenever pupils are ready so not all give answers or some copy from others.rRespect is conveyed for pupils contributions so that many offer right and wrong comments.Few pupils offer responses to whole-class questions although their work is generally correct.sPupils naturally listen to and respond to each others comments showing engagement with them.Pupils listen to the teachers and pupils contributions and respond to them when asked to.Developing independence in learning and assessmenttPupils develop independence by recognising when their solutions are correct and persevering to overcome difficulties because they expect to be able to solve problems; the teachers interventions support them in estimating and checking for themselves and in raising their confidence; pupils take responsibility for following up teachers comments on their work and seek to understand where they have gone wrong.Pupils produce generally correct work through support that does not develop independence in solving complete problems, such as through providing answers too readily or breaking down the problem so much that pupils do not know why the sequence of steps was chosen; for example, pupils do not attempt hard questions and wait for answers to be read out or check them from the answer book, or focus unduly on obtaining correct answers so amend wrong answers unthinkingly when the correct ones are read out, or ask for help at each step and are given directed steps to take rather than interventions that encourage thinking and confidence that they can succeed.uTeachers and pupils have a good grasp of what all pupils have learnt judged against criteria that they understand, not necessarily against learning objectives or targets; this is shown through pupil discussion, reflection, oral or written summaries or explanations, and ascertained by the teachers monitoring throughout the lesson; for example, both teacher and pupil assess whether the pupil can explain why the formula for the area of a rectangle works.Teachers and pupils make some accurate assessment of learning; for example the teacher correctly reflects in a plenary what many pupils have achieved, pupils make an impressionistic assessment of their learning, such as using traffic lights or against a generic lesson title like solving equations.vTeachers marking identifies errors and underlying misconceptions and helps pupils to overcome difficulties, for example by setting clear targets to which pupils respond and teachers check against.Accurate marking by the teacher provides pupils with feedback; important work has been marked by pupils or teacher.wPupils are clear about what they are expected to learn in the lesson and how to show evidence of this.Pupils complete correct work and are aware of the lesson objectives but they are not clear about which ones pertain to them, what they mean, or what they need to do to meet them, for example when objectives are phrased in terms of all, most and some pupils without indicating which pupils, when objectives are written down but pupils do not understand their meaning by the end of the lesson when a large quantity of questions are set and pupils do not know how they relate to the objectives or when pupils do not have an attainable target to work towards. xTeaching assistants know the pupils well, are well briefed on the concepts and expected misconceptions, and provide support throughout the lesson that enhances thinking and independence.Teaching assistants facilitate the production of correct work, but may not be active throughout the lesson and may provide support that leads pupils through so many small steps that independence is not encouraged.      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