Cummins’ Quadrants: Relevance and challenge

Cummins’ quadrants framework is a model for thinking used by great teachers to think about relevance and challenge. What makes great teachers is great thinking. In this series of posts I am sharing some models for thinking; models which codify the thinking that great teachers use, so that we might scale great practice from the ground up.

This series of posts was developed into my book ‘The Thinking Teacher‘. Read more on these ideas in the book.

Cummins’ Quadrants

The Cummins’ quadrants model was shared with my by my PGCE English tutor Kate Glavina. It is designed for aiding thinking when designing learning for children with English as an additional language (EAL), but as is often the case with good practice designed for minority groups, I think it is actually good practice for all learners. It has certainly helped me to plan lessons that draw learners in and make the abstract relevant and engaging.

Four sides to learning

Cummins splits learning into four quadrants of activity. The vertical scale moves from Cognitively un-demanding tasks, those which the learners find easy, to cognitively demanding tasks, which they will find hard. The horizontal moves from tasks with a high context, for instance using material or content the learners will find familiar and relate to, to abstract concepts which are much more challenging to relate to real experience, but are often the ‘Objectives’ that have been defined for them to learn.

Cummins' four quadrants of relevance and challenge

Situating learning

Any activity that learners take part in can sit somewhere in these quadrants. Cummins says as teachers we should make sure activities start in quadrant A, as activities which are cognitively undemanding, and which learners find easy to relate to are the best way to bring them in to the learning. We should then move to quadrant B, keeping the context high, but upping the challenge. Then, if needed, we should to move activities in quadrant C, the challenging but abstract concepts which many of our learning objectives are made up of.

The final quadrant

What about quadrant D? Do we really want learners taking part in activities which are not intellectually challenging and have no relevance to their lives? That is the realm of irrelevant worksheets and busywork which turns learners off- avoid quadrant D at all costs!

Cummins’ model in practice

As an example of how this might work, let’s look at a poetry lesson on alliteration. Many teachers might start this lesson by sharing the objective ‘To use alliteration in a poem’, and immediately explaining to children a definition of what alliteration is; the repetition of a letter or sound in the first syllable of words in a text. They may then look at an example of a poem which uses alliteration.

Such a structure jumps straight in at quadrant C, the definition by itself is cognitively challenging, and is provided with no context for the learners to relate to. It then moves to B by introducing some context, but by that point learners may already be struggling to relate to it, particularly if they have EAL.

Instead, following Cummins model, the teacher might start by sharing the poem with the learners, and discussing it’s meaning and significance for them. Starting in quadrant A gives them a hook into the learning without intimidating them, and allows them to bring their own meaning to the material. The teacher could then ask them to examine in small groups how the poet has technically achieved the effects they have discussed, allowing them to ‘discover’ the technique of alliteration, and thus upping the challenge and working in quadrant B. Then, and only then, a definition of the abstract literary device of alliteration could be discussed. This could be followed by the children writing their own poems, which is perhaps a move back to quadrant B as they will bring their own context to this, but they will still be engaging with quadrant C whilst applying this learning.

Aiming right

This model does come with a warning, as it could be easy to infer from it that our aim is for learners to be working on abstract problems with no relevance, and that the linear path of the model just provides an effective way of getting there. Discussing abstract concepts can be useful, this model itself is an abstract concept you can use to shape your thinking. However, you do have to ask yourself, is this something you spend some time on to deepen thinking, or is abstract irrelevance your end goal?

A simple shift in the order of activities can make a big difference to the relevance of learning, the acquisition of abstract concepts and the engagement of the learner. Cummins’ quadrants provide a model for something great teachers do; make learning relevant. However, as with all models this is not the only answer, and you still need to consider what the end goal for your learners is, and how much value working in the area of the decontextualised abstract has.

To read more on this powerful model, check out Cummins’ book on this subject.

Read more:

Cummins, J. (1984) Bilingual Education and Special Education: Issues in Assessment and Pedagogy San Diego: College Hill.

 

More in my ‘Models for thinking’ series can be found here.


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8 responses to “Cummins’ Quadrants: Relevance and challenge”

  1. oliverquinlan Avatar

    I’ve edited this post after a conversation on twitter with Dr Mark Evans (@teachitso). He made me think about the linear path of the model, and how it could been seen to be implying that the goal of learning is abstract irrelevance. Therefore I updated the last two paragraphs to read:

    This model does come with a warning, as it could be easy to infer from it that our aim is for learners to be working on abstract problems with no relevance, and that the linear path of the model just provides an effective way of getting there. Discussing abstract concepts can be useful, this model itself is an abstract concept you can use to shape your thinking. However, you do have to ask yourself, is this something you spend some time on to deepen thinking, or is abstract irrelevance your end goal?

    A simple shift in the order of activities can make a big difference to the relevance of learning, the acquisition of abstract concepts and the engagement of the learner. Cummins’ quadrants provide a model for something great teachers do; make learning relevant. However, as with all models this is not the only answer, and you still need to consider what the end goal for your learners is, and how much value working in the area of the decontextualised abstract has.

  2. […] it’s features. Particularly with spreadsheets, I think this is the wrong approach, as it is jumping straight into the abstract concepts before actually exploring the problem the software is designed to […]

  3. […] most recent was my post on Cummin’s Quadrants model for thinking about relevance in lesson structure. I have been using this model in my thinking for some time, whilst recognising that it is a model […]

  4. Claire Lotriet Avatar

    This is interesting. I think when the L.I. is revealed can change the nature of a lesson. Revealed to soon and it can take the opportunities for discovery away, but at other times it make sense to set it out quite early on. Im going to think more about this when planning in future.

    On the subject of thinking models, have you read this?

    The Decision Book: http://www.amazon.co.uk/Decision-Book-Models-Strategic-Thinking/dp/1846683955/ref=sr_1_1?ie=UTF8&qid=1319545474&sr=8-1

    I have it, but havent given it enough time. I wonder if there is anything that could be applied to teaching in there.

    1. oliverquinlan Avatar

      Thanks for the comment Claire, I really agree, revealing the intention at different times can really shift the quality of the learning.

      So does not having one and letting the learners own intentions take charge!

      That book was actually part of he inspiration for this post. As I mentioned in the previous models for thinking post, I used a swot analysis in one of my sessions and it was from this book I learnt about it. I think there are certainly other useful models for teaching in there, but I also need to spend more time digesting them all.

  5. Teresa Avatar
    Teresa

    Cummins’ model is an excellent way to make learning relevant. It helps teachers to empathise with their students, and understand their learning styles. It is a helpful tool which promotes communication and gives teachers time to think.

    Cummins’ model reminds us that children are not neither machines nor empty vessels to fill. They have their own worlds when they come to school.

    An informed teacher starts from where the children are. This means starting with concepts that make sense to them before passing to more challenging ones.

  6. Lynore Avatar
    Lynore

    I don’t believe Cummins identifies the Quadrants as Thinking Models but as a method for identifying and classifying the level of difficulty of a learning task for an English Language Learner (or any other student). It piggybacks on Cummins’ BICS and CALP and also Krashen’s i + 1 in identifying how the material of instruction is contextualized/decontextualized; looking at an instructional task from the perspective of having the context embedded in the task itself or the need to provide additional context for comprehensibility. Quadrant A is the easiest to learn (e.g. common greetings). Quadrant D is the most difficult because it is academically challenging and has little or no context to assist with comprehension (e.g. reading a grade level text with no supporting pictures or graphics). As teachers, our role is to look at the task at hand, determine the level of cognitive demand and supply context for comprehension.

  7. Mike Pietrzak Avatar
    Mike Pietrzak

    Agreed Lynore. While Cummins did, in fact, develop this with regard for linguistic demands of English Language Learners, I contend that all students are language learners when studying a discipline. Consider that a student learns the language of biology (genus, species, biome, genome, etc.). What we commonly call dogs, wolves, coyotes are part of the genus “canis” (a formal term). Thus referring to a dog would fall in Quadrant A (if we were actually looking at them, or, at least, pictures). It would fall into Quadrant D if we were talking generically about dogs in the absence of them or pictures. Referencing “canis” could fall in Quadrant B or C depending on whether the context is present or not.

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