← Atlas of Difficulties
S-30
The child confuses similar digits when writing: 6 and 9, 3 and 8
Type: graphicalType: practognostic
What the research says
In optical acalculia, the main mechanism is a disorder of optical and optical-spatial perception. The consequence is impaired differentiation of numbers that contain graphically similar digits (3 and 8, 7 and 1, 2 and 8, 4 and 1, 66 and 96, 36 and 63).
Lalaeva R.I. Dyscalculia in Children, p. 18 (2005)
Intervention work on developing visual gnosis includes: fast and clear recognition of visual images (building visual gnosis); distinguishing similar visual images by color, shape and size; tasks on recognizing crossed-out, overlapping and incomplete outline pictures.
Lalaeva R.I. Dyscalculia in Children, pp. 32–33 (2005)
Exercises at home — free
Find the odd digit out
Builds: Telling apart graphically similar digits
You need: a sheet with printed digits (rows: 6 9 6 6 9 6 9 9 6)
- Write a row of digits: mostly one digit, occasionally another (for example, 6 and 9).
- The child circles all the “odd ones out” — the ones that are different.
- First slowly — saying each digit out loud.
- Then faster — silently, against the clock.
- Harder: similar pairs 2 and 5, 3 and 8, 1 and 7.
Lalaeva R.I. Dyscalculia in Children, 2005, ch. 4
Build it from the model
Builds: Reproducing a structure from a model — visual-motor coordination
You need: matches or counting sticks (10–15 of them), a model card with a shape
- Show a card with a shape made of sticks: a triangle, a house, a fir tree.
- Ask the child to count how many sticks are in the model.
- Take the card away. The child lays out the same shape from memory.
- Compare with the model: “Is it the same? What's wrong?”
- Harder: the child lays it out without the model in front of them.
Lalaeva R.I. Dyscalculia in Children, 2005, p. 95
Draw the missing part
Builds: Completing an incomplete visual image — the foundation for recognizing digits
You need: a sheet of paper, a pencil
- Draw a shape with one side missing: a triangle without its base, a square without its right side.
- Ask: “What does it look like? What's missing?”
- The child draws in the missing part.
- Check together: “Is it a whole shape now?”
- Harder: draw only a corner — the child reconstructs everything else.
Lalaeva R.I. Dyscalculia in Children, 2005, p. 111
Finger shapes — getting the hand ready for writing
Builds: Precise finger movements — the foundation for writing digits correctly
You need: just your hands
- Show a finger shape: a house (fingertips joined at an angle), glasses (rings made with the thumb and index finger).
- The child copies you.
- Once the child can do it confidently, they repeat it with their eyes closed.
- Alternate quickly: “house — glasses — house — glasses.”
- Link to counting: “Make a house three times, counting out loud.”
Lalaeva R.I. Dyscalculia in Children, 2005, p. 106
Find the pattern's rule
Builds: Visual patterns — the foundation for understanding number sequences
You need: a sheet of paper, a pencil
- Draw a row of 6 cells: put a pattern in the first three, for example circle-square-circle.
- Ask: “What changes? What's the rule?” The child puts it into words.
- The child continues the pattern in the remaining cells.
- Harder: a pattern of three different shapes.
- Link to math: “There's a rule here too, like in the sequence 2, 4, 6...”
Lalaeva R.I. Dyscalculia in Children, 2005, pp. 112–113
Fist — palm — edge
Builds: Switching movements — training the brain to write digits accurately
You need: just your hands, a table
- Put your hand on the table, palm down.
- Switch between three positions in turn: fist — palm (flat) — edge of the hand.
- First slowly, saying: “fist — palm — edge.”
- Speed up, aiming for smooth switching.
- First with the right hand, then the left, then both at the same time.
Lalaeva R.I. Dyscalculia in Children, 2005, p. 115
Fingers say hello
Builds: Finger differentiation — each finger works on its own, as in writing
You need: just your hands
- The thumb touches the tips of the other fingers in turn: index, middle, ring and pinky.
- First slowly, then faster.
- Repeat with the other hand.
- Then with both at once.
- Harder: the left thumb says hello to the right thumb, index finger to index finger.
Lalaeva R.I. Dyscalculia in Children, 2005, pp. 115–116
Playing the piano — fingers one at a time
Builds: Isolated movements of each finger — getting the hand ready for precise writing
You need: a table
- Put your hand on the table.
- Touch the table with your fingers one at a time: 1–2–3–4–5.
- Then in reverse order: 5–4–3–2–1.
- Then every other finger: 1–3–5, then 1–4, 1–3, 1–2.
- Count out loud with each touch — this links motor skills with the number sequence.
Lalaeva R.I. Dyscalculia in Children, 2005, p. 116
The butterfly flies — both hands together
Builds: Coordination of both hands — spatial control of movements
You need: just your hands
- Cross your hands at the wrists, with the backs of your hands pressed together — “the butterfly is sitting.”
- On the command “The butterfly is flying,” imitate flapping wings without uncrossing your wrists.
- First slowly, then faster.
- Stop on the command “The butterfly has landed.”
- Count the flaps out loud: “one, two, three...”
Lalaeva R.I. Dyscalculia in Children, 2005, p. 116
Natural materials — hands at work
Builds: Fine motor skills and tactile perception as the foundation of math concepts
You need: a tray with sand or grain, pine cones, chestnuts, pebbles, shells of different sizes, molds shaped like digits and geometric shapes
- Pour sand onto the tray. The child draws digits or shapes with a finger.
- Give the child digit-shaped molds: the child fills each mold with grain or pebbles, counting them.
- Lay out the pine cones, chestnuts and pebbles — sort them by size or type.
- Harder: count out exactly 5 pebbles and put them in the mold with the digit “5.”
- Feeling the shape of a digit by touch creates a bodily memory of how it is written.
Baryaeva L.B., Kondratyeva S.Yu. Dyscalculia in Children, 2013, p. 48
Geometric insets
Builds: Visuospatial perception of shape
You need: Montessori inset boards or cardboard frames with cut-out shapes, a pencil
- The child puts the shapes into the matching holes.
- Ask the child to trace around the inset on paper.
- “This is a circle. Find something else round in the room.”
- Harder: “How many corners? How many sides? What is it called?”
- Link it to digits: “How is 6 different from 9? By direction — the way a circle differs from an oval.”
Baryaeva L.B., Kondratyeva S.Yu. Dyscalculia in Children, 2013, p. 48
From analyzing the shape to writing
Builds: A three-stage path to writing digits correctly
You need: digit cards, modeling clay or wire, graph paper
- Stage 1 — analysis: “Look at the digit 3. What parts is it made of? Where does it start? Which way does the line go?”
- Stage 2 — modeling: the child shapes the digit out of clay or bends it out of wire. They touch it and turn it around.
- Stage 3 — writing: the child traces the modeled digit with a finger, then traces it over a model on paper, then writes it on their own.
- Check: “Does it look like the model? Where's the tail, where's the curve?”
- Repeat with the digits 6, 9, 3, 8 — the very ones that get confused most often.
Baryaeva L.B., Kondratyeva S.Yu. Dyscalculia in Children, 2013, p. 68
Build an object from shapes
Builds: Visual analysis, constructive praxis
You need: a set of cardboard shapes: triangles, squares, circles, rectangles; models: a fir tree, a house, a boat
- Show the “House” model card.
- Ask: “What shapes is it made of? Name them.”
- The child finds the right shapes and lays out the same house.
- If the child struggles, show how to turn the triangle for the roof.
- Ask the child to describe it: “What shapes is your house made of?”
- Change the model. Harder: the child lays it out from memory or invents their own figure.
Baryaeva L.B., Kondratyeva S.Yu. Dyscalculia in Children, 2013, p. 72
Worksheets — print and practice
Finish the row — visual-motor coordination
↓ Download printable PDF (in Russian)Without help
- Mistakes in writing numbers down lead to a wrong answer even when the calculation is right
- Mixing up place values: 36 is read as 63