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Bespoke tutorials

A tailored lesson for your child, in under a minute

No one knows your child like you do. Tell us what they're learning and how they learn best, and we'll turn it into a ready-to-run session you can do together tonight. And if your child needs a tutor, we help you find a trusted one.

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Year group, topic, how they learn best, and what they find hard, every tutorial is written from your inputs, not a generic worksheet.

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A complete session plan with timings, practice questions, answers, and what to say when they get stuck.

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Ideal for day-to-day practice and quick wins at home. Create as many tailored sessions as you need, and if your child needs a tutor for something more, we help you find a trusted one.

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Every tutorial is written fresh from your inputs and aligned to the UK national curriculum. See a real example on the right for exactly what you get.

Create your own personalised tutorial

Personalised, ready-to-run tutorials, built around your child and taught the way a great tutor does: guided discovery that leads your child to work it out, never a worksheet that just hands over the answer. Pick a plan and generate as many as you need.

  • Guided discovery: we lead your child to the answer, never just hand it over
  • Written from your child's year, subject and sticking points
  • A full session plan with timings, practice questions and answers
  • Print-friendly, ready for the kitchen table
Real example

Guided discovery, never just the answer. This is the format you get.

What fraction is the yellow piece?

Year group: Year 3 · Subject: Maths · Time needed: 20 minutes

This is guided discovery. You never tell your child the answer. You ask questions and use real pieces of paper so they work it out and it truly sticks, the way a great tutor teaches.

What your child should already know

  • A fraction is an equal part of a whole
  • How to count how many pieces make a whole

The idea, explained for you (the parent)

The goal is for your child to discover, by themselves, that the bottom number of a fraction tells you how many equal copies of a piece it takes to fill the whole. You will not say that sentence. You will let them find it by cutting, comparing and (yes) cutting up pieces of paper.

Step-by-step session (20 minutes)

  1. (4 min) Cut a paper square into four pieces: one big piece that is half the square, plus three smaller equal pieces. Colour one small piece yellow. Lay them out and ask: "What fraction of the whole square is the yellow piece?"
  2. (5 min) The likely wrong answer is "one third" (they can see three small pieces). Do not correct it. Instead ask: "You said the yellow piece is a third. What about that big piece, is it also a third?" Let them notice the big piece is far bigger than the small ones. Ask: "Can all the pieces be thirds if they are different sizes?" Guide them to say the rule themselves: the pieces have to be equal.
  3. (5 min) Hand them the scissors: "Can you cut the big piece so every piece is the same size?" Now the square is four equal pieces. Ask again: "So now, what fraction is the yellow piece?"
  4. (4 min) Find the bottom number by discovery, not by telling: "How many copies of the yellow piece would it take to fill the whole square?" Have them physically lay copies down and count. Four. "So the bottom number is...?" Let them say it. Write 1/4 together.
  5. (2 min) Check it truly clicked: "Explain to me, in your own words, why the bottom number is four." If they can say it, it has landed. If not, lay the copies out again together.

Quick practice questions

  1. A cake is cut into 4 equal pieces. What fraction is one piece?
  2. It takes 8 equal copies of a piece to fill a whole shape. What is the bottom number?
  3. A ribbon is cut into 3 equal parts. What fraction is one part?
  4. Two pieces are different sizes. Can you call them halves? Why or why not?

How to tell it clicked

  • Before naming any fraction, your child checks that the pieces are equal
  • They find the bottom number by working out how many copies fill the whole, not by counting the pieces they happen to see

If they're stuck

  • Go back to real pieces they can physically lay on top of each other
  • Ask "how many of THIS piece make the whole?" and count together, slowly

Answers

  1. 1/4
  2. 8
  3. 1/3
  4. No. Halves must be two equal pieces. Different-sized pieces are not halves.

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