I'm rubbish at maths. How on earth can I teach it?

Right now, do this

You are not the problem here

If you feel rubbish at maths, the idea of teaching maths to your own child can feel like a cruel joke. Maybe you scraped a pass. Maybe you did not. Maybe you still count on your fingers and feel a flush of shame every time someone notices. That is real, and there is no point pretending it is not.

Here is the thing, though. In Montessori maths, the materials teach the child. Your job is to present (to show your child how to use a material, slowly and with minimal words), to observe, and to step back. You do not stand at a whiteboard explaining fractions. You do not need to understand algebra. The golden bead material (a set of unit beads, ten-bars, hundred-squares, and thousand-cubes that make the decimal system something a child can hold) does the explaining for you. Your hands place the beads on the tray. Your child's hands do the rest.

Do I need to be good at maths to teach Montessori maths?

No. You really do not.

Behind this is something Maria Montessori called the mathematical mind: the observation that children have an innate drive to order, classify, sequence, and compare. They are sorting buttons, lining up shoes, and counting steps long before any adult teaches them to. The Montessori maths materials work because they meet that drive, not because the parent supplies the maths.

Montessori maths materials are designed so that the child discovers mathematical relationships through handling physical objects. The pink tower (ten cubes graduating from 1 cm to 10 cm, used in the sensorial area, the part of the curriculum that trains the senses through precise materials) is indirect preparation for the decimal system: each cube is ten times the volume of the previous one (ten times as big in every direction at once), so the same proportions the child's hands learn here reappear in the golden bead material years later. The red rods (ten rods increasing in length by 10 cm increments, used for comparing quantity) train your child's sense of difference and order. The brown stair (ten prisms that vary in one dimension, used alongside the pink tower) reinforces grading and seriation. None of these requires you to solve an equation.

When you move into direct maths materials, the sequence is concrete, then semi-abstract, then abstract. Your child starts with number rods (coloured rods representing quantities 1 to 10, laid out on a mat), pairs them with sandpaper numerals (textured numerals the child traces with a finger, connecting the symbol to the quantity), and then associates the two by laying the matching numeral beside each rod. From there she moves to spindle boxes (a partitioned box where loose spindles are grouped into quantities 0 to 9, introducing zero as an empty compartment) and on to cards-and-counters (printed numerals 1 to 10 laid in a row, with small counters arranged underneath in pairs to discover odd and even as a sensorial fact).

Only after that bedrock comes the golden bead and the stamp game. At every stage, the material carries the concept. You carry the tray.

If your living situation or budget means you cannot buy the full set of materials right now, that is fine. You can start with homemade number rods cut from dowelling, or even with bundles of sticks and handwritten numeral cards. The principle is the same: the child handles quantity before meeting the symbol.

Why do maths-anxious parents make better Montessori guides?

This sounds counterintuitive, but it is a pattern that shows up repeatedly in Montessori home-education communities.

A parent who is confident in maths tends to jump in. They see a child hesitating over a problem and they explain, correct, or demonstrate the "right" way. In a Montessori context, that interruption is the problem, not the solution. The child needs to work through the difficulty, to repeat the exercise, to arrive at understanding through their own hands. Every time an adult steps in with the answer, that cycle breaks.

A maths-anxious parent does not have the answer ready. So they do not jump in. They watch. They wait. They let the child figure it out. That restraint, born entirely from not knowing, is exactly what Montessori calls being a prepared adult (someone who has prepared both the environment and themselves, practised the presentation, and trusts the child to learn from the material rather than from the adult's explanations). You are not failing by not knowing. You are, quite accidentally, doing the hardest part of the job.

What if I do not understand the material myself?

You will sometimes open a box of beads and have absolutely no idea what you are looking at. That is normal.

Before you present any Montessori maths material to your child, watch a presentation video. There are free ones on YouTube for every material from number rods through to the stamp game (a more abstract material using small coloured tiles to represent units, tens, hundreds, and thousands, bridging the gap between concrete beads and written sums). Watch it once. Then get the material out when your child is asleep or elsewhere, and practise the presentation with your own hands. You are not learning maths. You are learning a sequence of movements.

If you are a single parent or working shifts and cannot carve out a separate practice session, watch the video on your phone while your child plays independently, then present the material the same afternoon. It does not need to be polished. It needs to be calm and slow. You do not need to prepare the way another parent might; the bar is much lower than maths anxiety would have you believe.

The moment that surprises many parents is the golden bead material (unit beads, ten-bars, hundred-squares, and thousand-cubes that make the decimal system tangible). Parents who never understood place value at school suddenly see it, physically, while laying out beads on a tray with their child.

You carry one unit bead. You carry one ten-bar. You feel the difference.

Several parents have described this as the first time maths made sense to them, decades after leaving school. That is not a sales pitch. It is just what happens when abstract concepts become concrete.

Will my child notice my anxiety?

Children are perceptive. If you are tense, your child may well pick up on it. But Montessori maths is structured in a way that gives your anxiety very little room to show.

A presentation (the moment you show your child how to use a material) is brief, quiet, and scripted. You do not improvise. You do not explain. You show, with your hands, slowly. Then you step back. Your child works independently, sometimes for twenty minutes, sometimes for two days of returning to the same tray. During that independent work, you are observing, not teaching. Your face is not performing confidence. You are just watching.

If you feel the anxiety rising, that is a signal to step back further, not to push through. Put the material on the shelf and offer it again tomorrow. Montessori is built around the child's readiness, not the parent's schedule.

What about times tables and the curriculum?

If your child is under six, times tables are not relevant yet. Montessori approaches multiplication concretely, through bead chains (long beaded chains of equal links the child counts in groups) and bead bars (short coloured bars representing quantities one to nine), long before any rote learning. Your child will physically count bead chains of three, four, five, six, and discover multiplication as repeated groups. By the time they are ready to memorise facts, the concepts are already solid.

If your child is older and you feel pressure from the national curriculum or from family members who ask whether your child "knows their tables", remember that home education (or homeschool, as many families call it) in the UK has no obligation to follow the national curriculum. You are required to provide a suitable education. That is all. If your child understands multiplication through concrete materials, they are learning maths, whether or not they can recite "seven eights are fifty-six" on demand.

Should I use another scheme alongside Montessori?

You can, and many families do. Here is an honest look at the common options.

White Rose Maths is free, curriculum-aligned, and workbook-led. It works well as a scaffold alongside Montessori, particularly if you want to track your child's progress against year-group expectations for your own reassurance or for local authority reviews. Its workbook-led format can sit awkwardly against the concrete-first Montessori sequence, so it tends to work best as a check or supplement rather than a parallel curriculum.

Beast Academy is engaging and builds strong reasoning skills. It is US-flavoured and pricier, and suits children in the second plane of development (roughly ages six to twelve, when the reasoning, moral, and social mind comes online and children begin asking "why" and "is that fair?"). Some families love it. Others find the comic-book format distracting.

Kumon is drill-heavy and focuses on speed and accuracy through daily worksheets. It works for some children, particularly those who find rhythm in repetition. For others, it erodes the intrinsic motivation (the child's own internal drive to work, without sticker charts or rewards) that Montessori maths carefully builds. Neither recommendation nor warning; you know your child.

No scheme is the answer on its own. If you use one, treat it as a supplement, not a replacement for the concrete materials.

Aoife's first six months

Aoife lives in Belfast with her daughter Cara, who was five when they started home educating. Aoife had failed GCSE maths twice. She left school at sixteen convinced she had "no maths brain" and spent the next fifteen years avoiding anything with numbers. When she decided to home educate, maths was the thing that kept her awake at night.

She started with number rods made from lengths of dowelling, painted in alternating red and blue, because she could not afford the full set of materials. She watched a presentation video three times before she felt brave enough to show Cara. The first presentation was shaky. Cara did not notice. She was too busy lining up the rods and counting.

Within a month, Aoife had introduced sandpaper numerals using felt cut-outs glued to card. Cara traced them with her finger, matched them to the rods, and started writing the numerals in a sand tray made from an old baking tin. Aoife did not teach any of this. She presented, stepped back, and watched.

By month four, Aoife had saved enough to buy a second-hand golden bead set from a home education group. The evening she laid out the beads on the kitchen table, something shifted. She could see, for the first time, why ten units made a ten-bar, why ten ten-bars made a hundred-square. She had never understood place value at school. She understood it now, sitting on her kitchen floor, sorting beads into a felt-lined tray. She cried a bit. Cara asked if she was all right. She was.

Six months in, Cara was working with dynamic operations (addition or subtraction that requires exchanging, for example trading ten units for one ten-bar), and Aoife was watching YouTube videos about the stamp game, ready for the next step. She still cannot do percentages in her head. She does not need to.