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Maths Graduate

Academics·Bracknell·Publié il y a 1 mois
🟢 CDI💰 CHF93-110/hour
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Stellenbeschreibung

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Maths Graduate - Teaching Assistant

Location: Bracknell
Salary: Competitive, dependent on experience
Contract: Full-time (term-time only), Fixed-term / Permanent

We are seeking a dedicated and enthusiastic Maths Graduate to join our school as a Teaching Assistant, supporting students within the classroom environment. This role is ideal for a recent graduate considering a future career in teaching, education, or educational psychology.

As a Teaching Assistant, you will work closely with teachers to help students access the curriculum, build confidence in mathematics, and achieve their full potential.

Key Responsibilities:

  • Supporting students during maths lessons, both one-to-one and in small groups
  • Assisting the class teacher with lesson delivery and classroom management
  • Helping students understand mathematical concepts and complete set work
  • Providing additional support to pupils with special educational needs (SEN) or learning difficulties
  • Encouraging student engagement, confidence, and positive behaviour
  • Preparing learning materials and supporting differentiated activities
  • Monitoring student progress and providing feedback to teaching staff

Requirements:

  • A degree in Mathematics (or a closely related subject)
  • A genuine interest in education and supporting young people
  • Strong communication skills and the ability to explain concepts clearly
  • Patience, empathy, and a positive attitude
  • Ability to work effectively as part of a classroom team
  • Previous experience working with children or young people is desirable but not essential
  • Be able to commute to Bracknell

What We Offer the Maths Graduate:

  • Valuable classroom experience in a supportive school environment
  • Opportunity to develop skills relevant to teacher training and education careers
  • Ongoing guidance from experienced teaching staff
  • A rewarding role making a real difference to students' learning
  • Convenient Bracknell location with good transport links

If you are a Maths graduate looking to gain hands-on classroom experience while supporting students academically and personally, we would love to hear from you.

Maths Graduate - Bracknell - September 2026

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Extrahierte Schlüsselkompetenzen

Unsere KI hat die Stelle analysiert, um die erwarteten Kompetenzen zu identifizieren.

Compétences indispensables
Mathematics degree (or closely related subject)Ability to commute to BracknellMaths concept explanation and curriculum support
Atouts supplémentaires
Previous experience working with children or young peopleSEN awarenessTeacher training knowledge
Soft Skills
PatienceEmpathyCommunicationTeamworkEnthusiasmAdaptabilityPositive attitude
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Unsere Tipps für Ihre Bewerbung

5 recommandations générées par notre IA pour maximiser vos chances.

1

⭐ Lead your CV with your Mathematics degree classification and any relevant modules (e.g. statistics, applied maths) as the advert explicitly requires a Maths degree as the core qualification.

2

📊 Quantify any tutoring or mentoring experience: e.g. 'Tutored 6 GCSE students weekly over 8 months, with 5 achieving grade 6 or above'.

3

🎯 Highlight any SEN awareness or experience prominently — the advert specifically mentions supporting pupils with special educational needs and learning difficulties.

4

🌐 Include a brief Personal Statement referencing your interest in teacher training or educational psychology, as the advert targets graduates considering these career paths.

5

🤝 Mention any voluntary, coaching, or youth-work experience (sports coaching, tutoring, mentoring) to address the desirable 'previous experience working with children' criterion.

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Bullets CV suggérés

3 bullets générés par notre IA pour cette offre, alignés sur ses mots-clés ATS.

Comment adapter votre CV

Ajoutez ces 3 bullets sous votre expérience la plus récente :

  • Tutored 4 A-level Mathematics students over 12 weeks, supporting topic revision across calculus and statistics, contributing to all 4 achieving their predicted grades.
  • Delivered one-to-one maths support sessions to 3 GCSE pupils with identified learning difficulties, preparing differentiated worksheets aligned to their individual education plans.
  • Assisted class teacher in managing a group of 28 Year 9 pupils during weekly maths lessons, monitoring engagement and providing targeted support to 6 lower-attaining students.

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Nous avons rédigé une lettre pour Academics. Découvrez l'ouverture, puis débloquez la version complète personnalisée.

Aperçu — adapté à Academics

Dear Hiring Manager,

Academics' Maths Graduate Teaching Assistant vacancy in Bracknell is precisely the classroom-based role I have been seeking to bridge my Mathematics degree and a future career in teaching. The emphasis on SEN support and differentiated maths instruction aligns directly with the skills I developed during my degree and through peer-mentoring work with fellow students.

My background in Mathematics has equipped me with the ability to break down abstract concepts into accessible steps — an approach I refined while tutoring 4 A-level students across 12 weeks, all of whom improved their predicted grades. I am confident working one-to-one and in small groups, and I understand the patience and adaptability required to support pupils with varying learning needs.

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Wahrscheinliche Interviewfragen

10 questions générées à partir de cette offre.

Technische

  • How would you explain a concept like fractions or algebraic equations to a Year 8 pupil who is struggling?
  • What strategies would you use to differentiate maths support for a student with dyscalculia versus a student who is simply disengaged?
  • How would you prepare a set of learning materials to reinforce a topic the class teacher has just introduced?
  • Describe how you would monitor and record a pupil's progress during a series of one-to-one maths sessions.
  • What do you understand by 'curriculum access' for SEN pupils, and how would you support it in a maths lesson?

Verhaltensbezogene

  • Tell me about a time you explained a complex concept to someone who initially did not understand it.
  • Describe a situation where you had to remain patient and positive when someone was repeatedly struggling.
  • Give an example of working as part of a team to achieve a shared goal.
  • Tell me about a time you adapted your approach when your initial method was not working.
  • Describe a situation where you supported someone's confidence in a subject or skill they found difficult.
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Exemples de réponses STAR

Réponses modèles avec la méthode Situation-Tâche-Action-Résultat. À adapter à votre vécu.

1Question

Tell me about a time you explained a complex concept to someone who initially did not understand it.

Situation: During my second year at university, a first-year student in my hall was struggling with integration by parts ahead of their January exam. Task: I agreed to run three informal sessions over two weeks to help them grasp the method. Action: I broke the technique into a four-step visual framework, used colour-coded worked examples, and had them attempt progressively harder problems with immediate feedback after each one. I also created a one-page summary sheet they could reference independently. Result: By the third session, they were solving unseen exam-style questions correctly without prompting. They passed their January assessment with a mark of 68%, up from a predicted 42%.
2Question

Describe a situation where you had to remain patient and positive when someone was repeatedly struggling.

Situation: While volunteering at a local youth maths club, I worked with a 13-year-old who consistently confused negative number operations and became visibly frustrated after each incorrect attempt. Task: My role was to build both her understanding and her confidence over six weekly sessions. Action: I stopped correcting her immediately and instead asked guiding questions to let her identify her own errors. I introduced a number-line visual aid and celebrated each small correct step verbally. I kept sessions to 20-minute focused blocks to avoid fatigue. Result: By session five, she was completing negative number problems independently and volunteered to explain her method to another pupil — a significant shift in her confidence.

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