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Mathematics & Physics BSc

Study of the fundamental laws of nature through mathematics, theory, and scientific discovery.

YOUR PERSONALITY MIGHT BE:

Scientifically brilliant

Mathematically gifted

Abstract thinker

Curious mind

POPULAR CAREER FIELDS

Research & Academia

Finance & Banking

Engineering & Construction

Government & Public Sector

Is this for you?

Mathematics & Physics BSc

Is this for you?

WHAT IS IT?

Study of the fundamental laws of nature through mathematics, theory, and scientific discovery.

CAREER OPTIONS

CURRENT APPRENTICESHIPS, INTERNSHIPS & WORKPLACES

Internships
Internships
Apprenticeships
Apprenticeships
Works placements
Uni Open Days
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FIND OUT MORE

About the Course

  • What is Mathematics & Physics

    Mathematics & Physics explores how the universe works - from the smallest particles to the largest galaxies. It combines the abstract logic of mathematics with the experimental understanding of physics to explain patterns, forces, and phenomena that shape our world.


    Why Study Mathematics & Physics?

    This degree is ideal if you enjoy solving problems, working with numbers, and understanding how things work. It builds a powerful mix of analytical, technical, and research skills valued across science, engineering, and technology careers.

  • Most Mathematics & Physics degrees cover:


    • Calculus, algebra, and differential equations

    • Classical and quantum mechanics

    • Electromagnetism and thermodynamics

    • Mathematical methods for physics

    • Computational and numerical modelling

    • Statistical mechanics and particle physics

    • Experimental techniques and data analysis


    Later in your course, you can usually specialise, for example, in astrophysics, fluid dynamics, relativity, or materials science.



    Degree Types


    • BSc (Bachelor of Science): Balances theory, mathematics, and experimentation.

    • MSci or MPhys (Integrated Master’s): A four-year degree offering advanced research and deeper mathematical or physical study.

  • Analytical Modelling – applying mathematics to understand physical systems, forces, and natural phenomena.


    Problem-Solving – tackling complex theoretical and applied problems using quantitative reasoning.


    Experimental & Laboratory Skills – conducting physics experiments and analysing results with precision.


    Computational Techniques – using programming and numerical methods to simulate physical systems.


    Theoretical Reasoning – working with advanced concepts in mechanics, electromagnetism, quantum physics, and relativity.

  • A-levels or equivalent including Maths and Physics. Further Maths is highly beneficial and often strongly recommended or required.


    • Show your enthusiasm for both maths and physics.

    • Mention problem-solving challenges or experiments you’ve enjoyed.

    • Reflect on how you use logical thinking to explore how things work.

    • Include examples such as science fairs, coding projects, or reading about space or quantum physics.

    • Six Easy Pieces by Richard Feynman – A brilliant introduction to key physics ideas.

    • The Universe Speaks in Numbers by Graham Farmelo – How mathematics explains the laws of nature.

    • A Brief History of Time by Stephen Hawking – A classic exploration of the universe’s origins and structure.

    • Infinite Powers by Steven Strogatz – How calculus reveals the patterns of the world.

    • Compare degree options to see how much emphasis each course places on maths or physics.

    • Attend open days or online sessions to visit labs and meet lecturers.

    • Explore online maths and physics tutorials or simulations to prepare.

    • Follow scientific news and research to see real-world applications of what you’ll study.

    • Research Science - Research scientist, scientific researcher, laboratory researcher

    • Quantitative Finance - Quantitative analyst, quant physicist, algorithmic trader

    • Data Science - Data scientist, physics data scientist, computational scientist

    • Teaching - Mathematics/Physics teacher, secondary school teacher, science teacher

    • Engineering Analysis - Engineering analyst, systems engineer, technical analyst

    • Algorithm Development - Algorithm developer, computational physicist, modeling specialist

    • Risk Analysis - Risk analyst, quantitative modeler, financial physicist

    • Software Engineering - Software engineer, scientific programmer, computational engineer

    • Energy Analysis - Energy analyst, renewable energy analyst, power systems analyst

    • Technical Consulting - Technical consultant, scientific consultant, modeling consultant

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