Metacognition: Help Children Plan, Monitor and Evaluate

Metacognition becomes practical when a child can say what they will do, notice whether it is working and decide what to change. Before a task, ask for a brief plan tied to the subject. During it, pause at a meaningful point to check the work against the goal. Afterwards, use the evidence in the answer to choose one next step. The prompts should expose the English or Maths thinking, not turn into a generic conversation about being organised.

The Education Endowment Foundation (EEF) describes metacognition as being aware of, reflecting on and directing one’s thinking. Its evidence summary says that strategies for planning, monitoring and evaluating specific aspects of learning can be effective when explicitly taught and applied within normal curriculum content, rather than taught as separate “thinking skills”.[1] The examples below apply that principle to home learning; they are practical illustrations, not a promise of a particular result for an individual child.

Contents

What plan, monitor and evaluate mean

Make the thinking subject-specific

Maths example: solving a fraction problem

English example: building an inference

Prompts for different English tasks

Prompts for different Maths tasks

Model the questions, then hand them over

A short parent or tutor routine

When a prompt is not helping

Frequently asked questions

Next step

Sources

What plan, monitor and evaluate mean

These three actions form a useful loop.

Plan: understand the goal, notice what is already known and select a promising approach.

Monitor: check whether the approach is being followed and whether the work still fits the question.

Evaluate: inspect the finished or paused work, explain what helped and choose what to retain or change next time.

They are not three boxes to tick after every question. A short, familiar item may need no spoken plan. A multi-step problem, unfamiliar text or repeated error creates a better reason to pause. The aim is for the child to regulate their own approach: prompts make that regulation visible while it is still developing.

EEF notes that teachers can explicitly teach metacognitive strategies, model their thinking and provide scaffolding as pupils become more self-regulated learners.[1] At home or in tutoring, that can mean demonstrating one useful question, letting the child use it, then reducing the prompt when they begin to ask it independently.

For the wider learning-science context, see the science behind learning.

Make the thinking subject-specific

“Try harder”, “be more careful” and “check your work” sound useful but hide the decision a learner needs to make. Replace them with prompts that point to the subject.

| Stage | Generic prompt | Subject-specific prompt | | --- | --- | --- | | Plan | “What will you do?” | “Which quantities are known, and what must the answer represent?” | | Monitor | “Is it going well?” | “Does each paragraph still answer the comparison in the question?” | | Evaluate | “How did you do?” | “Which line proves your inference, and is there a stronger one?” |

A subject-specific prompt gives the child something observable to inspect. It also gives the adult better information. If a child cannot identify what the answer must represent, the next step differs from a child who chose a sound operation but copied a number incorrectly.

The EEF summary recommends applying metacognitive strategies to challenging tasks rooted in ordinary curriculum content. It gives examples such as thinking aloud while planning an exam response or breaking down a mathematical problem, and using self-questioning or criteria to support reflection.[1] That is why the prompts here sit inside actual English and Maths work.

Maths example: solving a fraction problem

Consider:

> A library has 240 books on two shelves. Three eighths of the books are on the top shelf. How many books are on the bottom shelf?

Plan

Ask:

“What does the whole represent?”

“What does three eighths represent?”

“What must the final answer represent?”

“Which quantity should you find first?”

A concise plan is: find three eighths of 240, then subtract that amount from 240 because the question asks for the other shelf.

Monitor

The child calculates one eighth as 240 ÷ 8 = 30, then three eighths as 30 × 3 = 90. Pause before the subtraction:

“What does 90 represent?”

“Have you answered the question yet?”

“Should the bottom shelf have the same number, the remainder or the whole?”

Those questions catch a common reasoning error: stopping at 90 even though 90 is the top-shelf amount.

Evaluate

The child finds 240 − 90 = 150. Now ask:

“Do the two shelf amounts rebuild the whole?”

“Is 150 a sensible remainder when three eighths is 90?”

“What will you label in your next fraction-of-an-amount problem?”

The check is 90 + 150 = 240. A useful next step is not “check more”; it is label the fraction amount before deciding whether it is the requested answer.

Try a close variation: Five twelfths of 288 tickets are adult tickets. How many are child tickets? One twelfth is 24, five twelfths is 120, and the remainder is 288 − 120 = 168. Ask the child to choose the plan before calculating.

English example: building an inference

Use this original passage:

> Malik stopped at the classroom door and slipped the crumpled note into his pocket. Inside, chairs had been arranged in a circle. He chose the seat nearest the exit and watched the clock while the others talked.

Question: How does Malik feel about entering the discussion? Use two details from the text.

Plan

Ask:

“What feeling does the question ask you to infer?”

“Which actions might reveal that feeling?”

“Will your answer need a quotation, an explanation or both?”

A reasonable plan is to propose a feeling, select two actions and explain how each supports it.

Monitor

Suppose the child writes, “Malik feels uncomfortable because the chairs are in a circle.” Ask:

“Is the circle something Malik does, or part of the setting?”

“Which details show his choices?”

“Does the explanation connect the detail to the feeling?”

The child might replace the weaker clue with his choice of the seat nearest the exit and his repeated watching of the clock.

Evaluate

A stronger answer is:

> Malik seems uneasy about taking part. He chooses the seat nearest the exit, which suggests he wants an easy way to leave, and he watches the clock instead of joining the conversation.

Now ask:

“Does each detail support the same inference?”

“Have you explained the link rather than only copied words?”

“What question will you ask yourself on the next inference task?”

The transferable self-question might be: “What does the character choose to do, and what could that reveal?”

Prompts for different English tasks

Reading inference

Plan: “What conclusion must I reach, and how many details must support it?”

Monitor: “Is this detail about the character’s behaviour, or only the setting?”

Evaluate: “Can I explain why each quotation supports my conclusion?”

Vocabulary in context

Plan: “Which meaning would fit the whole sentence?”

Monitor: “If I replace the word with my meaning, does the sentence still make sense?”

Evaluate: “Which nearby word or event was the strongest clue?”

Extended response

Plan: “What must every paragraph help me answer?”

Monitor: “Have I moved from evidence to explanation, or am I retelling?”

Evaluate: “Which paragraph answers the question most directly, and why?”

Editing writing

Plan: “Am I checking meaning, structure or sentence accuracy first?”

Monitor: “Am I applying one check consistently rather than changing focus on every line?”

Evaluate: “Which edit made the meaning clearer, not merely longer?”

Prompts for different Maths tasks

Multi-step problems

Plan: “What must I know before I can answer the final question?”

Monitor: “What does this intermediate number represent?”

Evaluate: “Can I rebuild the starting amount or estimate the result?”

Fractions

Plan: “What is the whole, and what does the denominator tell me to divide into?”

Monitor: “Have I found one part, the required parts or the remainder?”

Evaluate: “Is my answer plausible compared with one half or the whole?”

Written calculation

Plan: “Which operation matches the relationship in the question?”

Monitor: “Are place values aligned and have I recorded each exchange?”

Evaluate: “Which inverse operation or estimate could check this?”

Geometry

Plan: “Which properties are given, and which are relevant?”

Monitor: “Have I used a property or guessed from the drawing?”

Evaluate: “Can I justify the answer without relying on how the shape looks?”

These prompts are menus, not scripts to recite in full. Choose the one question that exposes the next decision.

Model the questions, then hand them over

The EEF reports that effective studies often include a teacher modelling a metacognitive strategy during a task—for example, co-constructing a planning checklist or verbalising self-questioning to evaluate progress.[1]

You can model without taking over the answer:

> “The question asks for the bottom shelf, but my first calculation gives the top shelf. I’m writing ‘top = 90’ so I remember that I still need the remainder.”

Then shift responsibility in stages:

Adult models: say the question and answer it aloud.

Adult prompts: ask the question; the child answers it.

Child selects: offer two possible prompts; the child chooses the useful one.

Child self-prompts: the child pauses and asks the question independently.

Prompt is removed: use it again only when the task changes or the reasoning breaks down.

Do not demand a long explanation at every step. A label, arrow, quick estimate or one-sentence plan can make regulation visible without overwhelming the subject work.

A short parent or tutor routine

Use this with one worthwhile task rather than across an entire worksheet.

Name the goal: “Today we are choosing textual evidence for an inference.”

Choose one planning prompt: ask what the answer must contain.

Set a pause point: after the first calculation, paragraph or evidence choice.

Ask one monitoring prompt: inspect the work, not the child’s confidence.

Finish the task: avoid turning each line into an interview.

Evaluate from evidence: identify one decision that worked and one change to try.

Record a reusable self-question: keep it beside the next similar task.

Fade the support: on the next item, wait to see whether the child initiates the check.

Previously taught knowledge still needs to be recalled and used. Retrieval practice for 11+ explains how bringing information to mind differs from regulating the approach used during a task.

When a prompt is not helping

The answer becomes vague: replace “How is it going?” with a question about the operation, evidence or success criterion.

The adult does all the thinking: pause after the prompt; do not immediately supply the decision.

The child explains but cannot act: ask them to mark the relevant number, phrase or step in the work.

The routine interrupts fluent work: remove it and use a short evaluation at the end.

The same prompt appears forever: test whether the child can self-initiate it on a fresh task.

Every error becomes a reflection exercise: teach missing subject knowledge directly when that is the real gap.

Metacognition is not a substitute for clear explanation or subject knowledge. A child cannot monitor a method they have not been taught, and reflection cannot supply vocabulary, number facts or concepts that are missing.

Frequently asked questions

Should my child plan every question?

No. Use an explicit plan when the task has several decisions, a familiar error is likely or the child does not know how to begin. Fluent, routine work should not be slowed merely to display a process.

Is asking “Are you sure?” a monitoring prompt?

It may trigger guessing or a change from a correct answer. Ask for evidence instead: “Which line supports that?”, “What does 90 represent?” or “How could you check the total?”

Should the child write every reflection down?

No. Use the lightest form that makes the decision clear: spoken explanation, annotation, label, tick against a criterion or one short note for next time.

Does this guarantee more independent learning?

No. The EEF summary synthesises school-based research across varied approaches and contexts; it does not test this exact home routine or guarantee an outcome. Use the prompts responsively and judge them by whether they improve the child’s next subject decision.

Next step

Choose one English or Maths task and write three questions: one for the plan, one for a useful pause point and one for evaluating the answer. Use only those questions, then remove one when the child begins to use it without help. See the science.

Sources

[1] Education Endowment Foundation, “Metacognition and self-regulation”, Teaching and Learning Toolkit, reviewed May 2025. https://educationendowmentfoundation.org.uk/education-evidence/teaching-learning-toolkit/metacognition-and-self-regulation