Siddharth Sridhar · TMUA Tutoring

About me

Hello, I'm Siddharth.

I'm an Economics undergraduate at the LSE and a former pupil of Queen Elizabeth's School, Barnet. I sat the TMUA myself and scored 7.1, placing me in the 90th percentile (the top 10% of test takers), so I know the paper from the inside: where the time goes, which questions are built to catch students out, and how the right sketch can turn a long problem into a single line.

Over the past two years I have tutored applicants to the most competitive maths-heavy courses in the country, and I stay closely current with the latest TMUA format, so nothing about the paper takes us by surprise. My aim is simple. I help students think faster and see more, so that on the day the quickest route is the one they reach for first. Students I have worked with have gone on to win offers at exactly the level these pages describe.

The case for preparation

Why is TMUA tutoring so important?

The score is improvable, the stakes are considerable, and the greatest gains arise from techniques that independent revision rarely surfaces. Five reasons that structured, individual preparation is worthwhile.

Reason 01 · The stakes

The margins are unforgiving.

These courses decline the majority of well-qualified applicants, and every one of them now requires or strongly encourages the TMUA. Where selection is determined at the finest margins, a strong TMUA score is one of the clearest ways to stand out from an otherwise equally qualified field. It is also the single component that responds most directly to preparation, which is too significant to leave to chance. I have prepared students who subsequently secured offers at precisely this level.

Approximate applicants per place, drawn from each university's published 2024 admissions statistics and rounded. Indicative of selectivity; not official offer rates, and figures vary year to year.

Reason 02 · Beyond the A level

A level maths is necessary, not sufficient.

The TMUA reaches beyond the A level syllabus. Alongside pure mathematics it examines formal reasoning: necessary and sufficient conditions, implication and its converse, and statements of the form if, only if, and if and only if. These are seldom taught at school, so even the strongest A level candidates meet them unprepared, and closing that gap is a central part of the work we do together.

With focused tuition, the reasoning the paper depends on can be mastered:

Necessary and sufficient conditions
If, only if, and if and only if
Converse and contrapositive
Negation and De Morgan's laws
Quantifiers: for all, there exists
Counterexamples and disproof
Proof by contradiction
Identifying flaws in an argument

If P then Q · P sufficient, Q necessary

Reason 03 · The objective measure

An objective and improvable measure.

The greater part of an application is assessed subjectively, and no degree of effort guarantees a more favourable reading. The TMUA is the exception. It yields a single, quantifiable score that responds directly to disciplined preparation, which makes it the component on which tuition has the clearest and most measurable effect.

SUBJECTIVE

Personal statement

Interpreted and weighted at the discretion of each admissions tutor.

SUBJECTIVE

Interview

Assessed in a single conversation, on a single day, by the panel present.

OBJECTIVE

TMUA score

A fixed result on a national scale. A score of 5.0, roughly the top 25 percent, is increasingly necessary to stay in contention; 6.0 and above, the top 15 percent, is where a candidate becomes genuinely competitive and stands out.

5.0 increasingly necessary · 6.0+ to stand out

Reason 04 · Reasoning under pressure

The examination rewards efficient reasoning.

The TMUA is sat unaided and against the clock, so it rewards exactly the reasoning that cannot be outsourced. Candidates who lean solely on artificial intelligence in their preparation tend to reach correct answers by methods that are far too slow, and arrive on the day without the instinct the paper demands. A principal purpose of tuition is to catch this early and rebuild speed from genuine understanding rather than borrowed or memorised procedure.

The same result · a fraction of the time

The extended method

Expansion, rearrangement, substitution, solution. Dependable, yet costly in time and prone to error under pressure.

The efficient method

Recognising the structure, selecting the step that reduces the problem, and resolving it in one or two lines. This is what separates a competitive result from an exceptional one.

Reason 05 · Visual reasoning

A diagram frequently precedes the solution.

The most substantial gains follow from learning to construct a diagram before an equation, which is among the most difficult skills to acquire independently. It is where the majority of examination time is gained or lost, and it is the area to which I devote the greatest attention.

Arranging tuition

Individual tuition, structured around the examination.

Each session is individual and structured around the candidate's target course and current attainment. Sessions address authentic examination problems, develop a repertoire of visual methods, and rehearse for speed until the efficient approach becomes instinctive.

£60 / hour

Fully individual instruction

Delivered online, one to one

Structured around the target course

Preferential rates for block bookings

Unsure where to start with preparation?

Book a free introductory call

A complimentary 30 minute call on Google Meet, with no obligation. Individual lessons follow at £60 per hour.