| Curriculum, teaching and support |
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Guidance, ideas and examples to support schools in developing their curriculum, pedagogy, enrichment and support for more able learners, within a whole-school context of cognitively challenging learning for all. Includes ideas to support curriculum development, and practical examples, resources and ideas to try in the classroom. Popular topics include: curriculum development, enrichment, independent learning, questioning, oracy, resilience, aspirations, assessment, feedback, metacognition, and critical thinking.
Top tags: pedagogy questioning enrichment research curriculum oracy independent learning aspirations cognitive challenge free resources KS3 KS4 language critical thinking assessment English literacy feedback metacognition resilience collaboration maths confidence creativity vocabulary wellbeing access lockdown mindset problem-solving
Adults in school use metacognitive terms when talking freely to each other, exposing children to their natural use. Missed opportunities are openly shared within the teaching team, supporting future developments. Within enrichment groups, metacognition is a transparent process of learning. Children are given metacognitive strategies at the beginning of enhancement opportunities and encouraged to reflect and evaluate at the end. Whether working indoors or outdoors, with manipulatives or abstract concepts and individually or in a group, metacognition is a vehicle through which all learners can access lesson content. We use the ‘Thinking Moves’ metacognition framework (you can read more about this here). Creative application of this framework supports the combination of metacognition words, to make strings of thinking strategies. For example, a puppet called FRED helps children to Formulate, Respond, Explain and Divide their learning experiences. A QUEST model helps children to follow a process of Questioning, Using, Explaining, Sizing and Testing.
Metacognition supports children of all abilities, ages and backgrounds, to overcome barriers to learning. Disadvantage is thus reduced. Moving from intent to implementation
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How can we identify and challenge more able learners in history? |
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Posted By Daisy Morley,
28 March 2022 Updated: 22 March 2022 |
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Daisy Morley, primary teacher and history lead at Calcot Schools, outlines her approach to identifying and challenging more able learners in history – building historical knowledge, understanding and enquiry skills.
As a teacher it currently seems to me that a lot of attention is given to the children who need to meet age-related expectations. While these pupils’ needs are important and their needs must be met, this focus can mean that greater depth and ‘more able’ pupils are often forgotten. It is essential that more able learners are not neglected and are given ample opportunities to showcase their knowledge and shine.
History is one subject where, through careful consideration and planning, more able learners can thrive. Within this blog post, I will examine how to identify and challenge more able learners in history, in the context of primary teaching. These thoughts derive from personal experiences and from extensive research on the relevant literature and recent Ofsted reports. I will focus on ‘historical knowledge’, ‘historical understanding’ and ‘historical enquiry’ in order to suggest how we can think about challenging more able learners in history.
More able in history or just literacy?Often, children whose strength lies in history will find that they are confident in literacy. Although strong literacy skills will greatly benefit their ability to share, form and communicate their ideas and findings, this does not necessarily mean that they are or will be more able historians. Interestingly, I think that the personal interests of children play a pivotal part in whether they have excelled in history beyond their age-related expectations. This is true from children as young as Year 1, to pupils nearing the end of their primary education. As educators, particularly if you are a subject leader, it is essential that time is taken to identify those children with a personal interest in history, and to provide them with opportunities to showcase their knowledge.
The building blocks: historical knowledgeFirst and foremost, the subject of history is rooted in knowledge; it is a knowledge-based subject (Runeckles, 2018: 10). While it is essential that pupils’ analytical skills are developed, this cannot be done without first ensuring that all pupils have a secure grounding in historical knowledge. This is also made clear in recent literature from Ofsted inspectors. Tim Jenner, HMI, Ofsted’s subject lead for history, has stated that when teaching history there must be an emphasis placed on content and knowledge (Jenner, 2021). In the most recent Ofsted reports, the term ‘knowledge’ has been divided into knowledge of ‘substantive concepts’, which relates to broader concepts, such as empire, monarch and economy, and ‘chronological knowledge’, which refers to the broader concepts within history, such as the key features of Anglo-Saxon England (Jenner, 2021).
The National Curriculum does expect pupils to “understand the methods of historical enquiry, including how evidence is used rigorously to make historical claims, and discern how and why contrasting arguments and interpretations of the past have been constructed” (DFE, 2013). The enquiry and analytical skills required to thrive in history are essential. However, these skills cannot be developed without first imparting the key historical knowledge to children.
Facts are the building blocks of history.To emphasise this point, let us look at an example. Imagine a teacher wants to include a module on Boudicca in their history curriculum. Boudicca is listed in the National Curriculum for History under a non-statuary example, and has crucial ties with the statuary module on the Roman Empire and its impact on Britain. For the pupils to understand Boudicca’s historical significance, they would first need to have a secure grasp of the key features of the Roman Empire. Following this, they would then need to be taught the key components of Britain during this time. This knowledge would be essential before embarking on a specialised study of Boudicca. If the teacher then wished to hone and develop pupils’ analytical and enquiry skills, they could include a lesson on the conflicting sources that are available regarding Boudicca. To understand the primary written sources, however, they would first need to have a secure understanding of the historical knowledge of Boudicca, the Roman Empire, and the political landscape of Britain during this time.
Building historical knowledge takes time, as it requires a build-up of knowledge. As a result, educators may not see this accumulation of knowledge until a significant period of learning time has passed. Nevertheless, for children to develop their enquiry skills, historical knowledge is essential.
Developing historical understanding through open-ended questionsTo see progression within a pupil’s historical understanding, historical knowledge, understanding and enquiry are best taught alongside one another. Historical knowledge and understanding are inextricably linked, and it would be difficult to separate these concepts within every lesson. Nevertheless, if a child is demonstrating the potential to achieve beyond the age-related expectations in history, their historical understanding could be one way to identify this – and thus to extend and challenge their learning. More able learners often process the key historical knowledge more quickly than their peers, which in turn means that they often quickly grasp the role of criteria in formulating and articulating an historical explanation or argument. Furthermore, more able learners are frequently able to draw generalisations and conclusions from a range of sources of evidence. One way to identify this could be ensuring that teachers ask open-ended questions, as the answers that children arrive at depend largely on questions asked.
I try to implement these open-ended questions in lessons, particularly across Key Stage 2. One approach which has worked particularly well came to light in a Year 3 lesson on “What did the diet of a typical Stone Age person encompass in prehistoric Britain?” This lesson relied on enquiry-based learning, which, although sometimes more difficult to deliver, lent itself well to inputting open-ended questions and highlighted the investigative nature of history. The children were given ‘organic evidence’ (pretend human waste), which pivoted around unpicking evidence and how historians use different types of evidence to find out about the past.
From this lesson, after unpicking our evidence, all of the children were able to deduce that prehistoric people ate nuts, seeds and berries. Pupils with a more advanced understanding were able to conclude that prehistoric inhabitants had to find food for themselves and that this is one of the reasons people from that time are called ‘hunter-gatherers’, because they had to hunt and gather their food.
For the children who had already come to the conclusions about hunter-gatherers, I asked more open-ended questions, which required them to draw their own conclusions, using the evidence that had been assessed, including “What about the meat?”, “Why haven’t we found meat in the organic evidence?” Some of these children were able to utilise their knowledge from previous lessons on Stone Age Britain and concluded that there were certain dangers in finding meat. They explained that people had to kill the animal and prepare it themselves, which was dangerous. One child even went on to say that meat also rots and that may have been why there was no surviving meat within the evidence. Although these open-ended questions help to stretch the more able learners, it does require teachers to direct the more challenging questions to the correct pupils, which relies on teachers knowing which of the pupils are excelling in history.
Making links: developing historical enquiry skillsI often find that historical enquiry skills are the hardest to master. From teaching this within lessons, it seems the key component to identifying the more able learners in history is to identify whether the pupils can link history together. Can they use their knowledge to comment on how the lives of people from the past have changed over time? Can they identify trends and commonalities between contemporary cultures? Do they notice how key changes transformed the lives and the culture of a particular civilisation? Perhaps most essentially, can the more able children use their historical knowledge and understanding to draw conclusions on events, people and places from the past? This relies on a pupil being able to problem-solve and reason with evidence, and apply this knowledge in order to evaluate the evidence in question.
Below is an example of a child’s work. The lesson was titled “What was bronze used for?”
I have chosen this example because this pupil was able to link their knowledge together, to form their own conclusions, which were based on key factual knowledge. For example, this child independently came to the conclusion that because their weapons were better, their quality of life improved. Amazingly, this pupil also commented on the fact that people from the Bronze Age in Britain no longer had to kill animals to make clothes, which meant that their lives really changed. Below is another example of a pupil drawing from their accumulated knowledge, in order to compare and contrast civilisations:
This is another example of a greater-depth learner in action. They had knowledge of Greece and Rome, and a battle that took place. Already, it is clear that they have an understanding of the cross-over and interaction between these two civilisations. Not only this, but they also know that trade took place between the two civilisations. Finally, they have commented on how this trade is clear from primary evidence. This pupil has not only demonstrated that they hold a secure knowledge of the Battle of Corinth, but they have also highlighted their ability to use evidence to draw their own historically valid conclusions.
To support and enable pupils to draw conclusions and analogies from historical sources, it is vital for the teacher to model how to do this (Runeckles, 2018:52). In mathematics, for example, you would not expect children to solve a worded problem on multiplication, which required reasoning, without first teaching them the basic skills of multiplication. How often do you model being a historian to your class?
For example, imagine you are teaching your class about the Spartans. The written sources on Sparta derive largely from sources written at a much later date, and not composed by Spartans. One could take an example from a Roman scholar (Aristotle or Plato) on the Spartan education system, the Agoge, and explain that these individuals were Roman and lived two hundred years after Classical Greece had ended. One could then ask, “How might that affect their account?” This sort of task could be implemented within a range of topics and encourages a dialogue between teachers and pupils. If these enquiry-based examples and questions are built into lessons, across modules, pupils are provided with opportunities to enhance their ability to analyse evidence and draw conclusions from a vast amount of evidence.
And finally…Although I have separated the teaching of history into historical knowledge, historical understanding and historical enquiry, ultimately each of these elements is best taught concurrently. It is possible to include each of these aspects within one lesson, particularly as they are inextricably linked.
Perhaps most importantly, it is crucial to ensure that teachers are ambitious, not only with curriculum coverage, but also with regards to their expectations of pupils. Regardless of whether pupils have demonstrated that they are more able, children of all abilities thrive on high expectations and on knowing their teacher believes they can and will accomplish great things. So get your young historians thinking!
References
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Tags: critical thinking enquiry history humanities KS2 literacy problem-solving questioning |
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Metacognition for higher-attaining learners: “the debrief” |
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Posted By Kirstin Mulholland,
15 February 2022 |
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Dr Kirstin Mulholland, Content Specialist for Mathematics at the Education Endowment Foundation (EEF), shares a metacognitive strategy she’s found particularly helpful in supporting – and challenging – the thinking of higher-attaining pupils: “the debrief”.
Why is metacognition important?
Research tells us that metacognition and self-regulated learning have the potential to significantly benefit pupils’ academic outcomes. The updated EEF Teaching and Learning Toolkit has compiled well over 200 school-based studies that reveal a positive average impact of around seven months progress. But it also recognises that "it can be difficult to realise this impact in practice as such methods require pupils to take greater responsibility for their learning and develop their understanding of what is required to succeed” . |
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3 activities to improve the use of mathematical vocabulary in your classroom |
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Posted By Ems Lord,
11 February 2022 |
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Dr Ems Lord, Director of the University of Cambridge’s NRICH initiative, shares three activities to try in your classroom, to help learners improve their use of mathematical vocabulary. Like many academic subjects, mathematics has developed its own language. Sometimes this can lead to humorous clashes when mathematicians meet the real world. After all, when we’re calculating the “mean”, we’re not usually referring to a measurement of perceived nastiness (unless it’s the person who devised the problem we’re trying to solve!). Precision in our use of language within mathematics does matter, even among school-aged learners. In my experience, issues frequently arise in geometry sessions when working with pyramids and prisms, squares and rectangles, and cones and cylinders. You probably have your own examples too, both within geometry and the wider curriculum. In this blog post, I’ll explore three tried-and-tested ways to improve the use of mathematical vocabulary in the classroom. 1. Introduce your class to Whisper Maths“Prisms are for naughty people, and pyramids are for dead people.” Even though I’ve heard that playground “definition” of prisms and pyramids many times before, it never fails to make me smile. It’s clear that the meanings of both terms cause considerable confusion in KS2 and KS3 classrooms. Don’t forget, learners often encounter both prisms and pyramids at around the same time in their schooling, and the two words do look very similar. One useful strategy I’ve found is using an approach I like to refer to as Whisper Maths; it’s an approach which allows individuals time to think about a problem before discussing it in pairs, and then with the wider group. For Whisper Maths sessions focusing on definitions, I tend to initially restrict learner access to resources, apart from a large sheet of shared paper on their desks; this allows them to sketch their ideas and their drawings can support their discussions with others. This approach helps me to better understand their current thinking about “prismness” and “pyramidness” before moving on to address any misconceptions. Often, I’ve found that learners tend to base their arguments on their knowledge of square-based pyramids which they’ve encountered elsewhere in history lessons and on TV. A visit to a well-stocked 3D shapes cupboard will enable them to explore a wider range of examples of pyramids and support them to refine their initial definition. I do enjoy it when they become more curious about pyramids, and begin to wonder how many sides a pyramid might have, because this conversation can then segue nicely into the wonderful world of cones! 2. Explore some family treesLet’s move on to think about the “Is a square a rectangle?” debate. I’ve come across this question many times, and similarly worded ones too. As someone who comes from a family which talks about “oblongs”, I only came across the “Is a square a rectangle?” debate when I became a teacher trainer. For me, using the term oblong meant that my understanding of what it means to be a square or an oblong was clear; at primary school I thought about oblongs as “stretched” squares. This early understanding made it fairly easy for me to see both squares and oblongs (or non-squares!) as both falling within the wider family of rectangles. Clearly this is not the case for everyone, so having a strategy to handle the confusion can be helpful. Although getting out the 2D shape box can help here, I prefer to sketch the “family tree” of rectangles, squares and oblongs. As with all family trees, it can lead to some interesting questions when learners begin to populate it with other members of the family, such the relationship between rectangles and parallelograms. 3. Challenge the dictionary!When my classes have arrived at a definition, it’s time to pull out the dictionaries and play “Class V dictionary”. To win points, class members need to match their key vocabulary to the wording in the dictionary. For the “squares and rectangles” debate, I might ask them to complete the sentence “A rectangle has...”. Suppose they write “four sides and four right angles”, we would remove any non-mathematical words, so it now reads “four sides, four right angles.” Then we compare their definition with the mathematics dictionary. They win 10 points for each identical word or phrase, so “four right angles, four sides” would earn them 20 points. It’s great fun, and well worth trying out if you feel your classes might be using their mathematical language a little less imprecisely than you would like. More free maths activities and resources from NRICH…A collaborative initiative run by the Faculties of Mathematics and Education at the University of Cambridge, NRICH provides thousands of free online mathematics resources for ages 3 to 18, covering early years, primary, secondary and post-16 education – completely free and available to all. The NRICH team regularly challenges learners to submit solutions to “live” problems, choosing a selection of submissions for publication. Get started with the current live problems for primary students, live problems for secondary students, and live problems for post-16 students. Tags: free resources language maths myths and misconceptions pedagogy problem-solving vocabulary |
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Phiddlywinks: have you tried it yet? |
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Posted By NRICH, University of Cambridge,
04 June 2021 |
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In March this year, NACE members had the opportunity to preview and trial a new maths game being developed by the team at NRICH – a University of Cambridge initiative providing free online maths resources that promote challenging, enriching learning experiences.
The game in question has now been launched, and in this blog post the NRICH team explain how it works, and how you and your learners can get playing.
Question: What happens when you bring together Tiddlywinks and football?
Answer: You get Phiddlywinks!
In this blog we’ll learn more about Phiddlywinks, including the charismatic mathematician who inspired the game and role of NACE members in bringing it to our screens.
What is Phiddlywinks?Phiddlywinks is a strategy game for two players. The winner is the first player to get the white counter into the coloured region at the opposite end of the board. Player 1 is aiming for the blue region and Player 2 for the red region.
The game begins with the white counter in the centre circle.
Players take it in turns to either:
The white counter moves by jumping in a straight line over one or more black counters. A player may be able to make more than one jump when it is their turn.
To get started, consider this screenshot from a game which is underway. Both players have chosen to use their turns to add black counters to the board (you’ll notice that the white counter remains in its starting position). It is Player 1’s turn. Can you see how Player 1 might move the white counter to win the game?
Here’s one possible winning move:
Do take some time exploring the interactivity. To help you learn to play the game, we’ve uploaded more mid-game scenarios here. You can also print off black and white or colour versions of the board.
Who was the inspiration behind Phiddlywinks?John Horton Conway was a prize-winning mathematician who loved creating new games for all ages. He is best known to many for creating the Game of Life. He also developed a game called Philosopher's Football (also known as Phutball) which challenged players to manoeuvre a ball across a large grid towards their opponent's goal-line. Not surprisingly, the game soon became popular with his university students.
We have taken Phutball as the inspiration for our Phiddlywinks. We piloted the developmental version of the game with NACE members at a specially organised online event attended by both primary and secondary colleagues. The feedback from teachers attending NACE event, and the follow-up response from the classes of NACE members who kindly trialled Phiddlywinks with their classes, enabled our team to prepare the game for its release.
Phiddlywinks is almost identical to Philosopher's Football except that the white ball has become a white counter and the players have become black counters. The rules are the same but Phiddlywinks is played on a much smaller board. The way the counters move reminded us more of Tiddlywinks than football, hence the alternative name.
The NRICH team would like to acknowledge the support of NACE and its members who kindly trialled our initial version of the game, giving us invaluable feedback which informed the development of Phiddlywinks.
What maths games and activities have you and your learners been enjoying this year? Share your ideas in the comments below or in the NACE community forums.
Tags: enrichment free resources maths problem-solving remote learning |
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Providing effective challenge in mixed ability classrooms |
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Posted By Keith Watson FCCT,
22 March 2021 |
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Dr Keith Watson, NACE Curriculum Development Director
What I Talk About When I Talk About Running by Haruki Murakami is one of my favourite books… even if reading it did not make me run faster. The title did, however, lead me to ask students: “What do you think about when you think about learning?” This is not an easy question to answer. We increasingly recognise the importance of developing metacognition in learning and the need to challenge pupils cognitively, but this is not always easy in the mixed ability classroom.
In the NACE report Making space for able learners – Cognitive challenge: principles into practice (2020), cognitive challenge is defined as “how learners become able to understand and form complex and abstract ideas and solve problems”. We want students to achieve these high ambitions in their learning, but how is this achieved in a mixed ability class with increasing demands on the teacher, including higher academic expectations? The NACE report provides case studies showing where this has been achieved and highlights the common features across schools that are achieving this – and these key themes are worth reflecting upon.
What do we mean by “challenge for all”?“Challenge for all” is the mantra often recited, but is it a reality? At times it can appear that “challenge” is just another word for the next task. Or, perhaps, just a name for the last task. Working with teachers recently I asked: why do the more able learners need to work through all the preceding the tasks to get to the “challenge”? Are you asking them to do other work that is not challenging? Or coast until it gets harder? A month later the same teachers talked about how they now move those learners swiftly on to the more challenging tasks, noting that their work had improved significantly, they were more motivated and the learning was deeper. This approach also led to learners being fully engaged, meaning the teacher could vary the support needed across the class to ensure all pupils were challenged at the appropriate level.
“Teaching to the top” is another phrase widely used now and it is a good aspiration, although at times it is unclear what the “top” is. Is it grade 7 at GCSE or perhaps greater depth in Year 6? It is important to have these high expectations and to expose all learners to higher learning, but we need to remember that some of our learners can go even higher but also be challenged in ways that do not relate to exams. For instance, at Copthorne Primary School, the NACE report notes that “pupils are regularly set complex, demanding tasks with high-level discourse. Teachers pitch lessons at a high standard”. Note the reference to discourse – a key feature of challenge is the language heard in the classroom, whether from adults or learners. The “top” is not merely a grade; it is where language is rich and learning is meaningful, including in early years, where we often see the best examples.
Are your questions big enough?The use of “low threshold, high ceiling” tasks are helpful in a mixed ability class, with all pupils able to access the learning and some able to take it further. In maths, a question as simple as “How many legs in the school?” can lead to good outcomes for all (including those who realise the question doesn’t specify human legs). But there is often a danger that task design can be quite narrow. The minutiae of the curriculum can push teachers to bitesize learning, which can be limiting – especially when a key aim has to be linking the learning through building schema. Asking “Big Questions” can extend learning and challenge all learners. The University of Oxford’s Oxplore initiative offers a selection of Big Questions and associated resources for learners to explore, such as “Should footballers earn more than nurses?” and “Can money buy happiness?”. There is a link to philosophy for children here, and in cognitively challenging classrooms we see deep thinking for all pupils.
Can your learners build more complex schema?All pupils need to build links in their learning to develop understanding, and more able learners can often build more detailed schema. To give a history example, understanding the break from Rome at the time of Henry VIII could be learned as a series of separate pieces of knowledge: marriage to Catherine of Aragon, the need for a male heir, wanting a divorce in order to marry Anne Boleyn, the religious backdrop, etc. Knowing these items is one thing, but learners need to make links between them and create a schema of understanding. The more able the pupil, the more links can be made, again deepening understanding. That is why in cognitively challenging classrooms skilled teachers ask questions such as:
These questions are especially useful in a busy mixed ability classroom. Prompt questions like these can be used in a range of situations, rather than always requiring another task for the more able pupil who has “finished”. (As if we have ever really finished)
Are you allowing time for “chunky” problems?So, what else provides challenge? The NACE report notes: “At Portswood Primary School pupils are given ill-structured problems, chunky problems, and compelling contexts for learning”. Reflecting upon the old literacy hour, I used to joke: “Right Year 5, you have 20 minutes to write like Charles Dickens. Go!” How could there be depth of response and high-level work in such short time scales? What was needed were extended tasks that took time, effort, mistakes, re-writes and finally resolution. The task often needed to be chunky. Some in the class will need smaller steps and perhaps more modelling from the teacher, but for the more able learners their greater independence allows them to tackle problems over time.
This all needs organising with thought. It does not happen by accident. With this comes a sense of achievement and a resolution. Pupils are challenged cognitively but need time for this because they become absorbed in solving problems. This also works well when there are multiple solution paths. In a mixed ability class asking the more able to find two ways to solve a problem and then decide which was the most efficient or most effective can extend thinking. It also calls upon higher-order thinking because they are forced to evaluate. Which method would be worth using next time? Why? Justify. This also emphasises the need to place responsibility with the learner. “At Southend High School for Boys, teachers are pushed to become more sophisticated with their pedagogy and boost pupils’ cognitive contribution to lessons rather that the teacher doing all the work”. In a mixed ability class this is vital. How hard are your pupils working and, more importantly, thinking?
I wrote in a previous blog post about how essential the use of cutaway is in mixed ability classes. Retrieval practice, modelling and explanation are vital parts of a lesson, but the question is: do all of the students in your class always need to be part of that? A similar argument is made here. More able learners are sometimes not cognitively challenged as much in whole-class teaching and therefore, on occasion, it is preferable for these pupils to begin tasks independently or from a different starting point.
As well as being nurturing, safe and joyful, we all want our classrooms to be cognitively challenging. This is a certainly not easy in a mixed ability class but it can be achieved. High expectations, careful task design and an eye on big questions all play a part, alongside the organisation of the learning. In this way our teaching can be improved significantly – far more than my running ever will be…
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