Dyscalculia vs Number Dyslexia: Signs, Tests and Classroom Strategies
Spot the signs of dyscalculia with our 24-point teacher-led checklist. Practical strategies for supporting pupils who struggle with number sense.


Spot the signs of dyscalculia with our 24-point teacher-led checklist. Practical strategies for supporting pupils who struggle with number sense.
Dyscalculia vs Number Dyslexia: Signs, Tests and Classroom Strategies explains the difference between dyscalculia and the informal label 'number dyslexia'. Dyscalculia is a specific learning difficulty that affects number sense, arithmetic and maths reasoning. It is not just 'dyslexia in maths', so teachers should not use it as a broad label for every child who struggles with sums. Research links dyscalculia to ongoing problems with processing numbers, recalling number facts and understanding place value (Butterworth, 2010; Geary, 2004).
A 20-minute deep-dive episode on Dyscalculia vs Number Dyslexia: Signs, Tests and Classroom Strategies, voiced by Structural Learning. Grounded in the curated research dossier , practical, evidence-based, and easy to follow.
For a Year 4 teacher, the distinction matters when a fluent reader still counts on fingers for 7 + 5, cannot place 48 near 50 on a number line, or panics when asked to estimate. Those behaviours point towards diagnostic teaching, careful assessment and concrete classroom support rather than repeated worksheets on the same procedure.
Dyscalculia is a specific learning difficulty. It affects how a learner understands and processes numbers, quantities and magnitudes. Current UK guidance estimates that about 6% of people have dyscalculia, while broader maths learning difficulties affect many more (British Dyslexia Association, 2025). In class, this can look like a Year 4 learner counting every dot on a die, misjudging whether 47 is nearer 40 or 50, or losing track of place value even after repeated teaching.

Older online figures often put dyscalculia near 1%, but that is too low for a classroom guide. The British Dyslexia Association (2025) estimates that around 6% of the population have dyscalculia. It also estimates that about 25% have maths learning difficulties for a wider range of reasons. This difference matters: some learners need dyscalculia assessment, while others need support for working memory, anxiety, absence gaps, language, or gaps in prior teaching.
Dyscalculia is not just dyslexia with numbers. It is a specific learning difficulty that affects a child's number sense and maths logic. This condition can easily stay hidden in the classroom. Learners often use memory tricks, counting on fingers, or avoidance to get through their maths lessons.
When maths difficulties are missed, learners can quickly fall behind in lessons. They may also develop high anxiety around calculating answers. For example, a Year 4 learner can read fluently but still struggle to estimate if 47 is nearer to 50 or 40. This child needs diagnostic teaching, rather than more worksheets on the exact same method.

Dyscalculia affects maths and can also affect other areas of learning. Dowker (2004) found that it affects number sense and calculation. Butterworth (2010) noted that learners may struggle with maths language. When teachers understand dyscalculia, they can give learners better support.
Developmental dyscalculia changes how a child's brain handles numbers. It makes it hard for them to grasp basic number concepts (Butterworth, 2010). These learners often find times tables and dividing very tough (Geary, 2004).
They also struggle with simple sums and the language of maths (Dowker, 2005). Teachers usually spot these signs when children are quite young (Shalev, 2004).
We do not yet know the exact cause of dyscalculia. However, research suggests that it can run in families. It is vital for learners to get a proper diagnosis from a medical or educational professional. This allows teachers to find the right individualised strategies to support them in class.
Butterworth (2010) suggests both genes and the environment cause dyscalculia. Some children are born with a higher risk of this condition. Early life experiences also play a big role in how it develops (Geary, 2011; Devine et al., 2013).
Research shows dyscalculia affects learners' number skills. They find number words hard, struggle with calculations, and miss patterns (Butterworth, 2005).
Learners may struggle to link numbers to objects (Geary, 1993). Poor number sense and trouble estimating are also common (Dehaene, 1997). They find maths symbols confusing (Dowker, 2004).
Dyscalculia affects the way a person thinks and processes information, which means that some aspects of mathematics can seem difficult. This could include:
Children who have been diagnosed with dyscalculia may be able to count up to 10 or 12 items but cannot do so accurately. They also tend to miss out on subtraction problems that involve numbers greater than 4. For example, if you ask them what comes after 7 they can say 8 instead of 9 because it sounds like an easier problem for them. This type of error is called "subtractive confusion".
Kosc (1974) named dyscalculia and saw it as an arithmetic difficulty. He defined it as learners' inability to use number ideas. The term is now common for maths difficulties that affect calculation (Kosc, 1974).
Number dyslexia is a term sometimes used to describe trouble with maths. If you have problems reading numbers, then your problem can be called "number dyslexia." It doesn't mean you can't do maths at all. In fact, many people with number dyslexia are very good at maths.
They just find some things more difficult than others. Number dyslexia usually starts early in life. Children often learn how to count before they start school. And when children get older, their brains develop new skills for dealing with numbers.
Dyscalculia's cause is complex, stemming from multiple factors. Brain damage, learning disabilities, and ADHD may contribute (Butterworth, 2010). Genetics can also play a part, researchers suggest (Dehaene, 2011). We lack research to understand how these factors interact (Geary, 2004).
However, we do know that dyscalculia tends to run in families, suggesting there may be a hereditary component. Research indicates that children with a family history of dyscalculia may be at higher risk of developing the condition themselves.
So far, scientists haven't found much evidence that environmental influences play a major part in causing dyscalculia. How common is it? Estimates vary greatly depending on which study you look at.
Prevalence estimates vary because studies use different cut-offs, tests and age groups. Current UK guidance is clearer than the older 1% claim: around 6% of people are thought to have dyscalculia (British Dyslexia Association, 2025). Maths learning difficulties more broadly affect about one in four people (British Dyslexia Association, 2025).
Dyscalculia is also often missed because teachers, clinicians and medical trainees receive limited training in mathematical learning difficulties. As a result, many learners are described as "weak at maths" rather than assessed for a persistent number sense difficulty.
What treatments exist? People who struggle with arithmetic tend to rely heavily on visual cues such as pictures, diagrams and models. This helps them remember what they've learned. But not everyone responds well to visuals.
For example, someone with dyscalculia may need to see written instructions instead. Other strategies include using symbols to represent quantities, writing out calculations by hand, or asking friends or family members to help with simple tasks like adding money into a bank account.
Dyscalculia continues to create challenges for adults in everyday life. They often struggle with managing money and telling the time (Butterworth, 2010). For example, estimating budgets and measuring items can be very difficult (Emerson & Babtie, 2006). Workplace maths can also be hard, which can affect a person's independence (Parsons & Bynner, 2005).
Adults with dyscalculia often struggle with daily tasks such as managing finances, reading clocks, or calculating tips at restaurants. Many adults do not realise they have this condition until later in life because they have developed coping mechanisms to hide their difficulties with numbers. Without proper support, these challenges can affect career choices and daily independence.
Dyscalculia is a specific learning difficulty, but it rarely appears as one neat profile. A learner with dyscalculia may also have dyslexia, DCD or dyspraxia, ADHD, dysgraphia, or language related difficulties. The British Dyslexia Association (2025) reports that 60% of people with dyslexia have maths difficulties, though those difficulties are not always dyscalculia.
Kroesbergen et al. (2023) also found that comorbid difficulties are common in mathematical learning disability research, not rare exceptions. In class, a spelling error, attention lapse or copied digit reversal may be part of the same support picture, not a separate behaviour issue.

Dyscalculia is sometimes called 'number dyslexia', but this nickname can mislead parents and teachers. Dyscalculia affects number processing and basic calculation (Butterworth, 2010). By contrast, dyslexia-related maths difficulty often comes from language, sequencing or memory demands.
Current UK guidance estimates that about 6% of people have dyscalculia, not 1% (British Dyslexia Association, 2025). Experts such as Geary (2004) continue to study how these profiles differ.
This section answers a very common question from parents and teachers about whether dyslexia can affect a child's ability to use numbers. In fact, many people search for this specific topic online every month.
Some people call dyscalculia 'number dyslexia', but this label can mislead. Dyscalculia is a lasting difficulty with number, quantity and estimation. Maths anxiety is fear or worry about maths, often linked to past failure, pressure or avoidance (British Dyslexia Association, 2025). A learner may have both, so look for evidence across lessons: can the learner estimate, compare quantities and explain place value when calm, or does panic mainly appear during timed tasks?
This directly addresses the common search query "can dyslexia be with numbers" which receives 26 monthly impressions.
Here are answers to the most frequently asked questions about this topic, based on what teachers and educators commonly search for. Use it as a starting point for professional discussion: identify the learner's current need, record evidence from more than one lesson, and agree the next classroom adjustment with the SENCO or family.
Research (Butterworth, 2005) shows that dyscalculia makes it hard for the brain to handle numbers. This makes maths tasks and working out sums much harder for learners. On the other hand, dyslexia (Snowling, 2000) mostly affects reading and writing skills. It causes problems with spelling and sounding out words (Elliott & Grigorenko, 2014).
Many children have more than one condition at the same time. This overlap means they need specific support. Teachers should tailor their classroom strategies to fit each child's unique needs.
Experts spot dyscalculia when a child has lasting trouble with numbers. These learners find mental maths hard and take longer to see patterns (Butterworth, 2010). Maths signs like plus and minus often confuse them. They can fall behind in class, even with good teaching and normal thinking skills (Geary, 2004).
Educational psychologists can provide clear assessments to diagnose these learning needs. Their reports also give specific ideas for helping learners in the classroom (Frederickson & Cline, 2002; Farrell, 2009; Griffiths, 2020). These practical tips are vital for helping teachers provide the right support.
Geary (2004) found learners struggle counting backward and understanding place value. They have problems telling time and understanding maths operations. Butterworth (2010) noted poor number sense is common. Dowker (2004) found learners frequently use finger counting and find word problems hard.
These struggles often continue even with regular teaching. As a result, children may feel highly anxious during maths lessons.
Researchers found these strategies help learners with dyscalculia. Teachers use visual aids and manipulatives (Dowker, 2004). They break tasks down (Butterworth, 2010) and give more time. These aids and achievable goals build learner confidence (Carroll & Dyson, 2018).
This approach allows learners to tackle more complex problems with growing confidence (Johnston-Wilder & Lee, 2010). Maths anxiety can hinder progress, but feedback that values strategy, effort and revision can support resilience, as Dweck (2006) argued. Boaler (2009) suggests number fact practise builds a strong foundation for further maths study.
According to experts, visual methods and maths tools can help. Give learners more time (Butterworth, 2010). Calculators help with complex sums.
Breaking down problems helps learners grasp concepts (Dowker, 2004). Use objects to show ideas (Hughes, 2001).
Dyscalculia has no cure, but visual aids and extra time help learners. Teachers can use calculators (Butterworth, 2019) and simplify complex problems. Concrete examples help learners grasp concepts (Dowker, 2004). Multi-sensory practice builds helpful strategies (Hughes, 2001).
Extra time in tests or written tasks can help learners show what they know without rushing. It also lets teachers observe whether errors come from number sense, working memory, recording layout or anxiety. Provide calculators, squared paper, worked examples and access to appropriate digital tools when these reduce barriers without removing the maths concept being assessed.
Technology can help with arithmetic when teachers choose it carefully. A calculator, spreadsheet or structured app can reduce copying and calculation load. Even so, teachers should still ask learners to explain the quantity, the operation and whether the answer is reasonable.
Multi-sensory approaches help learners with dyscalculia grasp maths, using sight, hearing, and touch. Manipulatives, visual aids, and clear steps aid learning. Frequent practice with feedback builds number sense (Butterworth, 2010; Ansari, 2008).
Learners with dyscalculia learn best through visual and practical maths teaching rather than abstract methods. Physical objects and colour-coding make complex ideas clear and concrete (Butterworth, 2010). Connecting maths to real life situations helps learners understand the subject better (Hughes, 2001). Regular practice and celebrating small wins helps to build their confidence (Dowker, 2004).
Older labels include arithmetical dyslexia, arithmetical disability, and Gerstmann syndrome. Recent research by Temple (1991), Butterworth (1999), and Dehaene (1997) explores this area and suggests aphasia can affect a learner's number skills. Dyscalculia is not usually seen as a mental disorder, but it can link to ADHD and learning issues. Temple (1991), Butterworth (1999) and Dehaene (1997) show that 'number dyslexia' now replaces these older labels.
• Arithmomania: This condition involves an extreme need to count items, such as coins or notes. It can often lead to hoarding behaviour in affected individuals. In the past, professionals referred to this condition as arithmania.
• Arithmatica, An abnormal interest in mathematical subjects.
• Arthimania, Excessive love of numbers.
Other Terminology associated with Number Dyslexia

Number lines and blocks aid learners with dyscalculia in maths. Visual fraction models and digital tools also help (Butterworth, 2010). Base-ten blocks, calculators, and whiteboards let learners picture maths concepts. This reduces mental effort when problem-solving (Dowker, 2004).
There are some very good resources available to develop maths concepts, especially for those with number dyslexia. These include:
Learners with dyscalculia may benefit from carefully chosen learning blocks when the teacher links each model to a clear number idea. Use them to build number lines, explore place value and represent basic operations. Colour and shape can make number relationships less abstract, but the resource only helps when learners explain what the model shows. This can reduce maths anxiety because the learner can see and handle the quantity before moving to symbols.
From a child's perspective, we can embed mathematical reasoning into a fun and engaging classroom activity. You can see examples of the blocks being used in Maths on our dedicated webpage. For related guidance, see our article on VR in Education.

Butterworth (2019) says number sense is the ability to understand amounts and how numbers work. Dyscalculia gets in the way of building this vital skill (Butterworth, 2019). Children with this need find it hard to estimate amounts, compare number sizes, and spot patterns (Butterworth, 2019). A weak number sense makes later maths lessons much harder (Dehaene, 2011; Piazza, 2010).
Number sense supports maths understanding, but it is not the whole story. Dowker (2024) argues that developmental dyscalculia is heterogeneous, which means it can look different from one learner to another. It should also be understood alongside wider differences in how children learn mathematics.
Kroesbergen et al. (2023) found weaker working memory, processing speed and rapid naming in mathematical learning disability groups. This helps explain why some learners lose track during multi-step calculations, even when they understand the concept.
Weak number sense creates learning issues beyond basic maths. Learners may not see that 7 is nearer 10 than 2, or that 15 can be decomposed into 10 and 5. They often use counting strategies instead of mental maths into secondary school, which can hinder fluency and confidence.
Intervention should use many senses, not just numbers. Visuals like number lines help learners picture maths (Uttal et al., 2009). Piaget (1952) linked early intelligence to action on the environment, so movement activities can help learners connect numbers to real things. This helps learners with working memory issues (Alloway, 2009).
Teachers can build number sense across the school day, not only in maths lessons. Quick estimation games using classroom materials, such as guessing the number of pencils in a jar or comparing the heights of book stacks, help learners develop magnitude understanding.
Number talks also expose misconceptions and build metacognitive awareness. Ask, "Which is closer to 50: 48 or 42?" and let learners explain their reasoning. For learners with severe dyscalculia, break number sense into micro-skills such as recognising dot patterns without counting, or explaining "one more" and "one less" relationships. Check these skills regularly so gaps are addressed before they block later arithmetic.
Before asking for a formal test, teachers can use this checklist to collect clear evidence of a learner's persistent difficulties. Treat it as a screener, not a diagnosis. Screeners, classroom observations and general maths attainment tests can show risk or attainment gaps, but they cannot confirm dyscalculia.
A formal diagnosis needs a specialist assessment that looks at number sense, attainment, working memory, language, anxiety and the learner's history (British Dyslexia Association, 2025). We adapted this list from the SENsible SENCO community. It looks at reading, writing, phonological processing, planning and emotional reactions.
| # | Indicator | Category |
|---|---|---|
| 1 | Difficulty reading aloud or at a speed consistent with age and peer group | Reading |
| 2 | Finds it challenging to sound out unfamiliar words | Reading |
| 3 | Frequently misreads common words or mixes up letters when reading | Reading |
| 4 | Trouble following multi-step instructions, particularly when given orally | Processing |
| 5 | Difficulty spelling words accurately, even after practice | Writing |
| 6 | Frequently makes errors when copying from a board or book | Writing |
| 7 | Finds it hard to tell the difference between letters or numbers that look similar (e.g. b/d, 6/9) | Reading |
| 8 | Avoids reading out loud or reading activities in class | Behaviour |
| 9 | Frequently loses place or skips lines when reading | Reading |
| 10 | Struggles with writing sentences that are clear and organised | Writing |
| 11 | Finds it hard to remember sequences, like the alphabet or days of the week | Processing |
| 12 | Difficulty organising thoughts coherently for speaking or writing | Processing |
| 13 | Relies heavily on context to guess words, rather than reading them individually | Reading |
| 14 | Trouble remembering or pronouncing long or unfamiliar words | Reading |
| 15 | Finds it difficult to learn new languages | Processing |
| 16 | Experiences frustration or anxiety around reading and writing tasks | Behaviour |
| 17 | Struggles with phonological awareness (recognising and using sound patterns in words) | Phonology |
| 18 | Inconsistent performance across different academic subjects | Behaviour |
| 19 | Has trouble with time management, such as estimating how long tasks will take | Organisation |
| 20 | Relies on verbal instructions rather than written ones when possible | Behaviour |
| 21 | Finds rhyming activities difficult | Phonology |
| 22 | Family history of dyslexia or other specific learning difficulties | Background |
| 23 | Poor handwriting or difficulty with fine motor skills related to writing | Writing |
| 24 | Finds it hard to memorise facts, such as multiplication tables or phone numbers | Processing |
Adapted from the SENsible SENCO community Teacher-Led Dyslexia Checklist. Tick indicators observed consistently over time, not on a single occasion. Six or more ticks across multiple categories warrants a referral discussion with your SENCO. This is a screening tool, not a diagnostic instrument.
Sokolová et al. (2022) find that dyscalculia is often missed, which can lead to misunderstanding. To support learners with this challenge, adapt your classroom. Think about the physical space, sensory needs, and structural adaptations. Researchers say these changes may improve a learner's numerical processing.
Physical classroom changes should reduce cognitive load and support visual processing. Seat learners with dyscalculia away from busy walkways and close enough to see board work clearly.
Keep visual cues consistent. Use red for tens and blue for ones in place value work, label maths resources clearly, and make number lines, counting bears and base-ten blocks easy to find. Keep wall displays sparse, with clear spacing between digits, so learners do not have to process clutter before thinking about number.
Mihajlovic and Meier (2023) say adapt the environment for learning. Use tactile number lines on desks so learners trace numbers. Create movement zones for learners to walk number lines. Try rhythmic clapping for times tables or use headphones.
A structured classroom environment is key, so try using visual timetables to help learners prepare (Geary, 2010). You can also provide quiet workspaces to reduce distractions and set up a buddy system for peer support (Butterworth & Yeo, 2004; Dowker, 2004). Finally, normalise the use of learning aids by displaying visual problem solving methods alongside standard algorithms (Sharma, 2021).
Adults often live with unrecognised maths difficulties, even though most attention goes to learners. They may rely on calculators and avoid tasks with numbers (Butterworth, 2010). These strategies can limit jobs and independence (Parsons & Bynner, 2005). Educators should understand adult dyscalculia because parents may struggle with homework, and this can create maths anxiety in families (Gifford, 2005).
Adults with dyscalculia often face problems at work, such as managing budgets. Ahn's (2024) AI tools show promise for improving number skills in adult learners. These tools adapt to each person and provide helpful visual aids. Teachers should bring in this supportive tech early on, which helps learners build lifelong coping habits.
Chai et al. (2019) found multimedia boosts learning for adults, especially those with dyscalculia. Brain-based methods help learners build number skills. Combining sight, sound, and movement works well. This approach adapts childhood methods to adult lives.
Recognising dyscalculia signs in adults is key for educators. Adults may feel anxious with numbers (Butterworth, 2010). They could be late due to problems telling time (Emerson & Landerl, 2022).
Offer support using tools like visual aids for cooking (Attwood et al., 2018). This boosts adult confidence and helps them support their children (Chinn, 2015).
Visual number charts aid learners with dyscalculia (Geary, 2004). Manipulatives and graphing software help too (Mazzocco, 2007). Structured worksheets support maths learning (Butterworth, 2010).
These tools give concrete examples (Kaufmann, 2011). They support memory and use multiple senses for understanding (De Smedt, 2016).
Number lines and base-ten blocks help learners with dyscalculia. Digital maths apps, graph paper tools, text-to-speech for word problems and calculator access can also reduce copying errors and working memory demands (British Dyslexia Association, 2025). Adaptive games can help when they give quick feedback and keep quantities visible. But they should not replace teacher diagnosis of the exact number concept that is missing (Dowker, 2024).
Numicon is a great tool for visualising maths concepts and could be very useful for individuals with dyscalculia. It can be used to help teach and reinforce basic mathematical skills, such as counting, addition, subtraction, multiplication and other basic number concepts. The app also includes an interactive calculator that allows you to practise basic maths skills. You don't need any previous experience or knowledge of mathematics to use this app, it's designed to remove barriers to Maths.
What is Singapore Maths?
Singapore maths uses concrete and pictorial representations before formal written methods. This helps learners see how numbers can be partitioned, regrouped and combined before they work with abstract symbols.
For a learner with dyscalculia, this could mean building 34 with base-ten blocks, drawing the tens and ones, then writing 30 + 4. The approach is useful when teachers keep the representation stable and check that the learner understands the quantity, not only the procedure.
Dienes blocks are useful for teaching place value, number composition and basic operations. Learners can stack ten unit blocks to represent 10, place five and five together to show 5+5=10, or count the total in a model. The physical movement makes abstract number relationships visible and gives teachers a clear way to check conceptual understanding.
Dyscalculia affects number sense, calculation and maths reasoning. The British Dyslexia Association (2025) estimates that around 6% of people have dyscalculia, while around 25% have maths learning difficulties for a wider range of reasons. In a class of 30, that means a teacher may see several learners who need targeted maths support, though not all will meet criteria for a dyscalculia diagnosis.
Researchers (e.g., Geary, 2004) advise teachers to note learners struggling with number words. Watch for problems with addition and subtraction (Dowker, 2005).
Observe difficulty recognising multiplication tables (Butterworth, 2010). Look for issues with one-to-one number-object matching (Wynn, 1990). Some learners struggle to count past 12 and show 'subtractive confusion' (Hughes, 1986).
Using visual methods helps learners with poor memory (Baddeley, 1992). Teachers can use symbols to show quantities (Skemp, 1971). Sweller (1988) showed that reducing unnecessary mental load matters, so give learners written instructions instead of verbal ones. Bruner (1960) argued for moving from concrete examples towards abstract understanding, and pictures, diagrams and models can help learners recall mathematical concepts.
Professionals often miss the signs of dyscalculia because they get limited training in mathematical learning difficulties. Medical trainees, teachers and families may see persistent number sense problems as low confidence or poor effort. As a result, many adults wrongly assume that struggling with maths is normal. They may not see it as a specific learning need (Butterworth, 2010; British Dyslexia Association, 2025).
Dyscalculia can hold back a child's progress in school and discourage them from learning later in life. It can also have a negative impact on their mental wellbeing and social skills (Butterworth, 2010). Basic number skills are vital for everyday tasks as well as overall success in the classroom (Geary, 2004; Dowker, 2005).
Dyscalculia needs diagnosis from experts (Butterworth, 2005; Chinn, 2015). Find it early because it isn't laziness. This helps teachers and professionals make individual plans for each learner.
There is no single cause for dyscalculia. It likely comes from a mix of brain development, genetics, and the child's environment, often running in families. While there is no simple cure, teachers can still offer great support. Children can build helpful habits through visual learning and adapted teaching methods.
Getting a clear diagnosis can be a major challenge. The popular search term "number dyslexia" blurs the line between developmental dyscalculia, broader SpLD in maths, general low attainment and maths anxiety. Elliott and Grigorenko (2014) warned that learning labels lose their meaning when used without proper assessment evidence. Dowker (2024) also argues that developmental dyscalculia is heterogeneous, so one learner may struggle mainly with number facts while another struggles with place value, estimation or multi-step reasoning.
Prevalence figures depend on the test, cut-off and age group. The older 1% claim should not be used as the headline figure. Current UK guidance puts dyscalculia at about 6% of the population, while broader maths learning difficulties are much more common (British Dyslexia Association, 2025). Other needs such as ADHD, dyslexia, DCD, language difficulties, maths anxiety and working memory problems can overlap, so teachers should collect evidence across lessons rather than rely on a single worksheet or screener.
Vygotsky (1978) helps teachers think about scaffolding, but the zone of proximal development is difficult to measure reliably in a busy classroom. Karpicke (2008) gives strong evidence for retrieval practice, but much of this work began with controlled memory tasks. Learners with dyscalculia may need concrete models, reduced anxiety and secure number sense before recall practice is useful.
These limits do not remove the value of guided support, retrieval, concrete manipulatives or digital tools. They do mean teachers should use them diagnostically: identify the barrier, choose a small adjustment, check the learner's response, and involve the SENCO or a specialist assessor when difficulties persist.
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Downloadable Structural Learning presentation on Dyscalculia vs Number Dyslexia: Signs, Tests and Classroom Strategies. Use it to learn the topic at your own pace, or to revisit the key evidence whenever you need a refresh.
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Karpicke, J. (2008). The critical importance of retrieval for learning.
Vygotsky, L. (1978). Mind in society: The development of higher psychological processes.
These peer-reviewed studies provide the research foundation for the strategies discussed in this article:
Neuroscience Analysis in Helping Students with Dyscalculia Understand Mathematics View study ↗
Aznil Pajri et al. (2025)
Brain imaging (Butterworth, 2010) shows dyscalculic learners have different brain areas for number work and memory. Multisensory methods and tech match how brains learn. Teachers can see why standard maths fails and find proven classroom options (Dehaene, 2011).
Serious digital games may boost maths performance and motivation for learners with learning disabilities (Rauschenberger et al., 2019). Researchers like Bottino et al. (2018) and Kebritchi et al. (2017) suggest games offer engaging learning experiences. Hwang et al. (2012) found that games improved maths skills. Further research by Xin et al. (2022) supports these findings.
Georgios Polydoros & Alexandros-Stamatios Antoniou (2025)
Researchers compared learners who played a digital 'Battleship' game with those using traditional methods. The study showed that playing games can really boost maths skills and learner motivation. If you want to engage learners who find maths hard, game-based learning can be a very useful tool.
Using Virtual Reality (VR) in Teaching Students with Dyslexia View study ↗
27 citations
Esraa Maskati et al. (2021)
This research looks at how virtual reality (VR) can support learners with dyslexia when standard teaching methods fall short. The study shows that VR builds engaging spaces that make reading and processing easier. The focus here is on dyslexia, but it also offers useful tips for teaching dyscalculia. It shows how technology can bypass heavy text and offer new ways to learn.
Cultivating Inclusive Math Classrooms: A Reflective Process of Teaching Students with Special Needs View study ↗
Mingxue Sun (2025)
The study shows a maths teacher changing their teaching for learners with specific learning difficulties. The teacher used Universal Design for Learning, and differentiation. You can use these methods in your classroom. This account gives practical inclusive strategies.
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