Choosing a Tutor · GCSE

Why Your Child Might Actually Learn More in a Shared Tutoring Session Than a 1:1

Most parents assume 1:1 is premium and shared is a compromise. Here's why the opposite is often true, and when a shared session genuinely teaches your child more.

Aadam Mulla 6 min read
Students Collaborating On Maths Using Laptop

Most parents who contact me about tutoring ask the same question: "Is it just my child, or do you teach others at the same time?"

The assumption behind the question is clear. 1:1 is premium. Shared means a compromise.

I used to think the same. When I started tutoring over a decade ago, I structured everything around the 1:1 model. One student, full attention, tailored pace. And for a long time I didn't question it, because students were making progress and parents were happy.

Then something shifted.

Two secondary school students working together at one laptop, one explaining to the other
The moment that changed my mind: one student explaining a method to another, unprompted.

What I started noticing in group sessions

A few years back I ran a small Easter revision group, four Year 11 students on the same Edexcel Higher paper. All around the grade 4 to 5 range, all fairly quiet individually.

About twenty minutes in, I worked through a question on bounds, and before I could ask if everyone had followed, one of them turned to another and said "wait, so does that mean you'd always round the lower bound down?" The other one said she thought so, but wasn't sure, and they went back and forth on it for about ninety seconds before arriving at the right conclusion between themselves.

I hadn't planned that. I hadn't prompted it. They just did it naturally because someone else was in the room.

That moment stuck with me. I'd spent ten years refining how I explain things. Two teenagers with a shaky grasp of bounds had just done something I couldn't: they'd created a reason for each other to actually think the problem through, rather than passively receive an explanation from me.

The research backs this up

A 2025 meta-analysis looking at peer tutoring across STEM subjects, drawing on 24 studies and over 3,300 students, found that peer tutoring had a significant effect on maths achievement, with an effect size of 1.23. In educational research, an effect size above 0.4 is considered meaningful. 1.23 is unusually high.

Part of why comes down to something researchers call the protégé effect. A 2014 study found that simply telling students they would need to teach the material to someone else improved their recall, their organisation of information, and their memory for the most important points, even when they never actually did the teaching. The expectation alone changed how they engaged with the content.

In a tutoring session with two students, that dynamic happens constantly. A student who knows their friend is watching doesn't want to look like they haven't understood. So they pay closer attention. They ask better questions. When I ask one of them to talk through a method, the other listens far more carefully than they would to me, because it's a peer, not an authority figure.

Research also shows this effect is most pronounced for lower-achieving students, who through peer learning can reach the same level of understanding as higher-achieving students who studied alone. That matters, because the students most likely to need tutoring are often the ones who've already decided they're "bad at maths." Having a friend in the room lowers the stakes. Asking a question feels less exposing.

The honest limits

Shared tutoring doesn't work for every student or every situation.

If a student has significant gaps that are very different from their peer's, the session pulls in two directions and neither of them gets what they need. I've had sessions where one student was secure on algebra and the other was still shaky on negative numbers, and it became clear quickly that separate sessions made more sense.

It also doesn't work if the two students have a dynamic that makes one of them quieter. I've taught pairs where one dominated every answer and the other sat back. You can manage that as a tutor, but it requires more deliberate facilitation.

The sweet spot, in my experience, is two or three students at a similar level on the same exam board, who know each other well enough to be comfortable asking questions in front of each other. When those conditions are met, the sessions are often livelier, more resilient, and produce better results than 1:1.

What this means in practice

I now offer small group sessions at SHLC specifically because I believe in them academically, not just as a more affordable option for families. Research in maths specifically has found that peer learning increases students' interest in the subject and their confidence in their own ability to solve problems, alongside improving their grades.

What parents ask me before they agree to it

Four objections come up almost every time, and all four are reasonable.

"Will my child get less of your attention?" Less of my talking, yes. Less of my attention, no. In a pair I spend more time watching how each of them works and less time explaining, because one of them is often explaining it to the other. Watching a student work is where I find the actual problem. Talking at them is where I find out they can nod.

"What if they are at different levels?" Then it will not work, and I will tell you before we start rather than three sessions in. A gap of one grade is fine. A gap of three is two different lessons happening in one room.

"What if they distract each other?" Sometimes they do. Friends who are too comfortable can turn a session into a chat, and that is on me to manage. It is usually obvious within two sessions, and if it is not fixable I split them.

"Is this just the cheap option?" It is cheaper, and I am not going to pretend otherwise. Shared sessions are from £20 per student per session against from £40 for 1:1. But I would not offer it if I thought the trade was worse teaching for less money. For the right pair it is better teaching for less money, which is a different thing.

How to find a partner for your child

This is the part most parents get stuck on, and the answer is usually closer than they expect.

Start with your child's own class. A classmate sitting the same paper, at roughly the same level, whose parent you already speak to at the school gate. That is the ideal pairing, and it is also the easiest conversation to have.

Three things to check before you suggest it:

Are they on the same exam board and tier? Two students on Edexcel Higher work. One on Foundation and one on Higher do not.

Are they within about a grade of each other? Ask both parents what the last mock came back as. If nobody knows, that is worth finding out anyway.

Would your child ask a question in front of this person? This is the one that decides it. A child who will not admit confusion in front of a specific friend gets less from a shared session than from working alone.

If you cannot find a partner, say so when you get in touch and I will tell you whether I have another student looking for the same thing. It does not always line up, but it costs nothing to ask.

A laptop showing an online maths lesson with two student video tiles and a shared whiteboard
Two students, one shared whiteboard. Never more than three.

How Tutoring with Friends works

We run these as Tutoring with Friends, which is two students, occasionally three. Never more than three, because past that it stops being a shared session and starts being a small class, and the thing that makes it work goes away.

I match on exam board, tier and current working grade, and I ask both parents what they want out of it before the first session rather than after. If it turns out to be the wrong pairing I say so and we move to 1:1. That has happened, and it is a better outcome than quietly carrying on.

Sessions run the same length as 1:1. The homework is the same. The difference is that when I ask a question, someone other than me is listening to the answer.

If your child has a friend or classmate on the same GCSE maths course, at a similar level, it's worth considering whether a shared session might actually suit them better than studying alone with a tutor.

Message me with both their year groups and what they are currently working at, and I will tell you honestly whether a shared session suits them or whether they are better off on their own.

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