EdQueries is India’s only browser-based gamified learning platform for children and young adults with special needs. Maths is the largest subject category on the platform — 2,690+ activities across number sense, operations, geometry, patterns, measurement, data, and functional numeracy — aligned to CBSE, NIOS OBE, Karnataka, Tamil Nadu, and Nagaland boards.
Why Maths Is Particularly Hard for Neurodivergent Learners
Maths is not a single skill. It is a stack of interdependent cognitive demands — working memory (holding numbers while calculating), processing speed (retrieving number facts quickly), sequencing (following operation steps in order), visual-spatial reasoning (understanding place value, geometry, graphs), and abstract thinking (understanding symbols that represent quantities).
When a child with ADHD “doesn’t understand maths,” it is usually a working memory and attention failure, not a conceptual gap. When a child with dyslexia struggles with maths, it is usually a symbol-processing and sequencing issue. When a child with autism gets the right answer but cannot explain how, it is usually that the cognitive path they took was non-standard but valid. When a child with intellectual disability hits a wall in maths, it is usually that the abstraction level jumped before the concrete foundation was solid.
EdQueries’ maths content is designed with all of these profiles in mind — visual-first, no time pressure, concrete before abstract, and with game mechanics that make repetition feel like play rather than drill.
EdQueries Maths: What’s Covered
🔢 Number Sense and Place Value
Number sense — the intuitive understanding of what numbers mean and how they relate to each other — is the foundation all other maths builds on. Without it, calculation becomes rote memory without understanding.
- Number Recognition (1–100) — identifying digits, matching numbers to quantities, ordering numbers on a number line; the entry point for all numeracy
- Counting Forward and Backward — counting from any number in both directions; counting by 2s, 5s, and 10s; the foundation of addition and subtraction understanding
- Comparing Numbers — greater than, less than, equal to; using visual representations to make abstract comparison concrete
- Place Value — ones, tens, hundreds; expanded form; the concept that 47 means 4 tens and 7 ones; the most commonly misunderstood foundational concept in maths
- Number Names and Ordinal Numbers — matching digits to words (seven = 7); first, second, third; frequently required in daily life (bus numbers, floor numbers, queue positions)
- Even and Odd Numbers — identifying and sorting; building number pattern recognition
Counting forward and backward with visuals enhances engagement
➕ Addition and Subtraction
- Basic Addition (single digit) — picture-based; 3 apples + 2 apples = 5 apples; concrete objects before abstract numerals; the NIOS OBE Level A starting point
- Addition with Carrying — two-digit addition with regrouping; visual scaffolding showing the carrying process step by step
- Basic Subtraction — taking away from a visual set; building the subtraction concept before introducing the minus symbol
- Subtraction with Borrowing — two-digit subtraction with regrouping; the most commonly confused operation in primary maths
- Missing Number Problems — 5 + ___ = 8; builds flexible number thinking and prepares for algebra concepts
- Word Problems — simple real-life scenarios (Priya had 8 mangoes. She gave 3 to Raju. How many does she have?); the bridge between calculation skill and real-world application
✖️ Multiplication and Division
- Multiplication Tables (2–12) — gamified recall through quiz, matching, and fill-in-blank formats; the most repeated maths content on EdQueries because tables require extensive repetition before automaticity
- Multiplication as Repeated Addition — showing 4 × 3 as four groups of three; builds conceptual understanding alongside procedural recall
- Division as Sharing — 12 sweets shared equally among 4 children; concrete sharing scenarios before abstract division symbols
- Long Multiplication and Division — step-by-step visual scaffolding; each step shown clearly; reduces the working memory load of multi-step operations
- Factors and Multiples — finding factors of a number; identifying multiples; builds the number relationship thinking needed for fractions and algebra
Engaging visual stimuli further enhance learning
🧩 Fractions, Decimals, and Percentages
- Understanding Fractions — half, quarter, three-quarters; shaded pictures of circles and rectangles; the visual representation that makes fraction meaning concrete
- Comparing Fractions — which is larger, 1/2 or 1/4? Visual fraction bars; removes the abstract symbol confusion that trips most learners
- Equivalent Fractions — 2/4 = 1/2; visual equivalence matching; the conceptual leap that unlocks fraction operations
- Decimals — place value to tenths and hundredths; money as a real-world decimal context (Rs. 14.50)
- Percentages — percent as “out of 100”; converting between fractions, decimals, and percentages; applied through real-world scenarios (discount, marks, data)
Teaching fractions from the most basic with real life examples
📍 Geometry and Shapes
- 2D Shapes — identifying and naming circles, squares, triangles, rectangles, pentagons, hexagons; matching shapes in different orientations (the visual constancy challenge)
- 3D Shapes — cube, cuboid, cylinder, sphere, cone; matching 3D shapes to real objects (a dice is a cube; a can is a cylinder); visual-spatial reasoning through familiar objects
- Symmetry — lines of symmetry; identifying symmetrical shapes; completing the mirror image; visual-spatial thinking in an engaging format
- Perimeter and Area — measuring around and inside shapes; real-world contexts (how much fence? how much carpet?); connects geometry to functional maths
- Angles — right angles, acute, obtuse; identifying in shapes and real-world images; visual identification before measurement
🕰️ Measurement and Time
- Length and Height — taller/shorter, longer/shorter; centimetres and metres; reading a ruler; directly applicable to real-world tasks
- Weight and Mass — heavier/lighter; kilograms and grams; reading scales; essential for cooking, shopping, and functional independence
- Capacity and Volume — more/less, full/empty/half-full; litres and millilitres; real-world containers
- Telling Time — hour, half-hour, quarter-hour, minutes; digital and analogue; AM and PM; duration calculation; one of the most important functional maths skills for daily independence
- Calendar and Dates — days of the week, months, reading a calendar; how many days between dates; directly applicable to appointment management and routine planning
- Money — Indian notes and coins; making amounts; calculating change; the highest-priority functional maths skill for community independence
Simple time games with real life examples.
📊 Patterns and Data
- Patterns — completing colour patterns, shape patterns, number patterns; identifying the rule and predicting the next element; pattern thinking underlies algebra, coding, and scientific reasoning
- Sorting and Classifying — grouping by colour, shape, size, function; Venn diagram sorting; the cognitive foundation of data organisation
- Reading Charts and Graphs — bar charts, pictographs, pie charts; reading and interpreting data; increasingly required for CBSE Class 4–7 assessments
Maths by Condition: Where to Start and What to Focus On
| Condition | Primary Maths Challenge | Highest Priority Activities |
|---|---|---|
| ADHD | Working memory (loses steps mid-calculation); impulsivity (rushes, careless errors); difficulty with multi-step problems | Multiplication tables (game format for automaticity); Missing Number games (flexible thinking); Times-limited short activities that suit attention window |
| Autism | Strong procedural memory but difficulty with word problems (language ambiguity); may resist changing problem-solving method even when inefficient | Visual number patterns; calculation games (often a strength); word problems with picture support; money and time for functional application |
| Dyslexia | Symbol confusion (+ vs ÷; b vs d in numbers); sequencing errors in multi-step calculations; slow processing of written maths | Visual-spatial geometry (often a strength); concrete number recognition; multiplication tables via auditory + visual combined; place value with visual scaffolding |
| Down Syndrome | Working memory; slow processing speed; stronger visual than auditory processing | Visual counting and matching; money (high motivation); time (functional); sorting and patterns; NIOS OBE Level A–B content |
| Intellectual Disability | Abstract concepts; difficulty beyond concrete counting without strong visual support | Functional numeracy: money, time, measurement; NIOS OBE Level A–B; concrete sorting and matching; avoid abstract algebra |
| Cerebral Palsy (typical cognition) | Motor barrier (cannot write or use standard tools); processing may be intact but expression is slow | All maths content via click/drag — no writing required; challenge-appropriate content for typical cognition; reasoning and problem-solving activities |
Maths by Board and Grade Level
| Board / Level | Class / Level | EdQueries Maths Content |
|---|---|---|
| CBSE | Class 1–2 | Number recognition 1–100; basic addition and subtraction; shapes; time (hour/half-hour); sorting and patterns |
| CBSE | Class 3–5 | Multiplication and division; place value; fractions; measurement; data and charts; money calculations |
| CBSE | Class 6–8 | Decimals; percentages; geometry; integers; algebra foundations; CBSE Class 5–6 is the most game-rich level on EdQueries |
| NIOS OBE | Level A | Number recognition; basic counting; sorting; addition/subtraction to 20; shapes identification |
| NIOS OBE | Level B | Addition/subtraction to 100; multiplication tables 2–5; money; time; fractions (half/quarter) |
| NIOS OBE | Level C | Full operations; fractions and decimals; measurement; data; geometry; practical word problems |
| Karnataka Board | Class 1–5 | Aligned content across number operations; Kannada-medium learners can use EdQueries for concept building alongside vernacular instruction |
The Game Mechanics That Make Maths Work
Different maths concepts respond to different game mechanics. EdQueries uses 13 game types; here is how they map to maths learning:
- Quiz/MCQ — multiplication tables, number recognition, shape identification; builds retrieval fluency through repeated correct recall
- Drag and Drop — sorting numbers, placing on number lines, matching operations to answers; active manipulation makes abstract concepts concrete
- Fill in the Blank — missing number problems, completing equations; the most direct practice format for calculation accuracy
- Memory Match — matching multiplication facts to answers; number-word matching; fraction-picture matching; simultaneously builds working memory and maths knowledge
- Sequencing — ordering numbers, arranging calculation steps; directly practises the step-following skill that multi-step maths requires
- Sorting — even/odd sorting, shape sorting, fraction size ordering; classification thinking is foundational to mathematical categorisation
Maths IEP Goals: Examples
For a full IEP guide, see our IEP Guide for Parents. For CBSE-specific accommodations, see our CBSE Special Needs Guide.
| Maths Domain | Example SMART Goal | EdQueries Activity |
|---|---|---|
| Number Recognition | Will correctly identify and name all single-digit numbers (0–9) from visual display with 100% accuracy across 5 sessions | Number recognition matching games |
| Multiplication Tables | Will correctly recall multiplication facts for tables 2, 3, and 5 with 90% accuracy within 10 seconds per fact across 4 sessions | Multiplication table quiz and matching games |
| Functional Money | Will correctly identify the exact change needed for a purchase under ₹50 in 4 out of 5 picture scenarios across 3 sessions | Indian money and transactions games |
| Telling Time | Will read the time to the nearest 15 minutes on an analogue clock in 4 out of 5 trials across 3 sessions | Time-telling games; digital/analogue matching |
| Fractions | Will correctly shade a given fraction (1/2, 1/4, 3/4) of a visual shape in 4 out of 5 trials across 4 sessions | Fraction identification and matching games |
Frequently Asked Questions
My child refuses to do any maths. Where do I start?
Start with what they already know. Find the activity level where they get 80–90% correct without prompting — that is the engagement zone. For most children who resist maths, success has been rare and the subject is associated with failure. Two weeks of 90% success at a slightly-below-level activity will change their relationship with maths more than any amount of grade-level challenge. Then move up one level. EdQueries’ range of difficulty from basic number recognition to Class 7 content means you can always find the right entry point.
My child does well in class but falls apart in exams. What type of activities help?
This is almost always a working memory and retrieval fluency issue under exam pressure — common in ADHD and dyslexia profiles. The solution is automaticity: the maths fact retrieval needs to be so well-practised that it requires minimal working memory, leaving cognitive capacity for the harder parts of the problem. Multiplication table games on EdQueries, used daily for 5–10 minutes over 8 weeks, build this automaticity. Also see our Cognition Hub for working memory activities that directly support exam performance.
Can EdQueries maths activities replace school maths instruction?
No — and they are not designed to. EdQueries activities are practice and consolidation tools, not primary instruction. A teacher or parent introduces the concept; EdQueries provides the repeated, varied practice that builds fluency and retention. The ideal use is: concept introduced in session → two or three EdQueries activities that evening and the following days → re-assessment before moving on.
2,690+ Activities. Every Maths Concept. Every Level.
Maths is where EdQueries has the deepest content library on the platform. From a child who cannot yet recognise the digit 3 to a Class 7 learner working through percentages and geometry, every level has multiple activities, multiple game formats, and enough variety to sustain months of practice without repetition fatigue.
The cognitive skills that make maths possible — working memory, visual perception, sequencing — are built in our Cognition Hub. For learners who need functional maths specifically for daily life, our Life Skills Hub has money, time, and measurement in real-world contexts.
EdQueries LLP, Bengaluru | customer.support@edqueries.com | +91 76249 50707
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