Maths Summer School
Summer + Maths Beyond the Syllabus = Successful University Applications: Join the Equation.
Minds Underground's Maths Summer School offers Year 12 students a unique chance to learn from Oxbridge Mathematicians. Delve into the fascinating world of mathematics, conquer intricate problems, and gain a competitive edge for Maths Oxbridge and Top UK university applications.
Join our online Maths Summer School designed for Year 12 students, aimed at enhancing your success in 2024 Mathematics university applications. Minds Underground™ offers a unique opportunity to engage with top Oxbridge Maths tutors through stimulating group sessions exploring beyond the school curriculum. Delve into applied and pure mathematics during weekly online classes, gaining invaluable content for personal statements and interviews.
Tailored for both Year 12 students (age 16-17) and high-achieving younger individuals, the course covers diverse topics like Vectors and the Physics of the Natural World, Euclidean Geometry, and The Magic of Pascal's Triangle and Counting. Discover the endless possibilities of mathematics and fuel your passion for the subject, setting yourself up for success in future university applications.
Location: Online
Student Age: 15 - 18
Duration: 8 Weeks
Hours: 12 hours (Weekly 1.5hr session)
Dates: July - August
Why Join the Minds Underground Maths Summer School for Top Top UK Russell Group & Oxbridge Maths Applicants?
Advanced Maths Learning
Weekly online group classes led by accomplished Oxbridge Maths tutors expose A-Level/ IB students to cutting-edge applied and pure mathematics, enhancing their understanding beyond the typical classroom experience.
Enhanced Maths University Applications
All sessions are designed to equip A-Level/ IB students with unique and enriching content for personal statements and interviews, allowing them to stand out in university applications and demonstrate their passion for maths.
Tailored for Ambitious Students
Specifically tailored for Year 12 students (age 16-17) and high-performing younger students, this summer programme offers a challenging yet supportive environment to nurture mathematical skills and encourage academic excellence.
Interactive Learning and Communication
Highly interactive classes facilitate active participation, encouraging students to voice their thoughts, engage with subject experts, and enhance their communication and presentation skills—essential for excelling in Oxbridge and other top university interviews.
Diverse Maths Skills Development
Students benefit from the opportunity to develop critical skills such as thinking mathematically, enhancing logical and analytical thinking, and articulating solutions clearly and succinctly, preparing them for future academic and professional success.
Preparation for University Maths Interviews
The Summer School provides invaluable practice for university interviews by simulating the structure and rigour of Oxbridge mathematics tutorials and interviews. A taste of the difficulty level and problem-solving approach helps students gain confidence and readiness.
A Taster of Maths Summer School Topics
How to Make a Credit Card and How to Crack Them?
This session will focus on an introduction to number theory and moduli arithmetic. We will learn how to calculate using this and the theorems/ proofs behind this great topic in pure mathematics. This topic is the premise behind how credit cards work and how codes can be written and cracked throughout history. By delving into the theorems and proofs that underpin this pure maths topic, you'll not only strengthen your mathematical foundation but also gain insights into real-world applications, such as understanding the mechanics behind credit cards and historical codebreaking techniques.
How Did Covid Spread?
This session will focus on differential equations and how we can use assumptions to model and prevent epidemic spreading in the future. We will also focus on how differential equations govern other parts of the natural and animal world. By delving into differential equations and their role in modelling and preventing epidemics, you'll not only gain vital mathematical skills but also demonstrate your capacity to apply mathematics to complex, globally relevant issues. This experience will enrich your university application for mathematics, highlighting your commitment to using mathematics for practical problem-solving and innovation.
Vectors and the Physics of the Natural World
This applied mathematics topic focusses on developing vector/ matrix calculus and how this governs the maths around the physics we see and use. Eigenvalues and eigenvectors, combined with the intro of complex numbers in this sense is an important topic throughout all of applied mathematics for further study. This hands-on experience will enrich your university application for mathematics, showcasing your dedication to unravelling the mathematical mysteries of the physical world.
Triangles are Everywhere: Euclidean Geometry
Have you ever tried to fit a circle inside a triangle? How about a triangle inside a circle? In this session we learn about how all shapes are intrinsically linked, specifically focusing on the two most important ones, triangles and circles. Discover what relates angle bisectors, altitudes and medians, and how to solve abstract geometric proofs that are rarely even touched upon in schools.
The Magic of Pascal’s Triangle & Counting
The term “counting” will hopefully already be familiar to you, but this session will give the word a whole new meaning. Tricky puzzles will be answered, centred around counting rearrangements, possibilities and life choices. Pascal’s triangle will reveal itself to be simple and yet incredibly useful in our calculations. You will also explore practical applications of these insights, exploring how these concepts relate to cybersecurity and programming. This experience aims to enhance your university application for mathematics, showcasing your problem-solving abilities and readiness to tackle complex mathematical challenges.
Fermat’s Little Theorem and Number Theory
Fermat’s Last Theorem takes all the attention away from the underrated Little Theorem; it is small and mighty. Students will delve into the Fundamental Theorem of Arithmetic, and answer questions about primes that they had probably previously taken for granted. As well as exploring modular arithmetic, most commonly seen on our clocks, we will look into famous inequalities, such as AM-GM, and their uses.
Learn From Inspiring Oxford and Cambridge Maths Tutors
Example Cambridge Maths Tutor: Clara
Clara graduated from the University of Cambridge in Mathematics. Prior to attending Cambridge, Clara achieved 4 A*s in Mathematics, Further Mathematics, Physics and History (as well as passing STEP I, II & III). Clara regularly mentors students in application for Oxbridge Mathematics and has particularly loved inspiring young students to reach their goals in studying Mathematics at university.
Example Oxford Maths Tutor: Isabella
Isabella is currently studying Mathematics at University of Oxford, at Hertford College. Prior to attending Oxford, Isabella competed at a high level in national Maths Olympiad competitions. Isabella particularly enjoys Pure Mathematics, and is currently completing modules ‘Rings & Modules’, ‘Integration’ and more. She is passionate about mentoring students to achieve their full potential, and has extensive Oxbridge preparation experience with regards to the MAT, STEP and interview support.
Booking the Mathematics Summer School
Book now to ensure your spot in the Summer School. Our booking page includes 2024 dates and pricing. We limit class sizes to facilitate group discussion, tailored support and individual feedback.
Are You Looking For Further Support For Your Maths Application?
-
The Summer School is designed to provide exciting talking points for your personal statement. If you are looking for some one-to-one tuition tailored to your specific application, contact us to arrange sessions with an Oxbridge Maths tutor!
-
We offer specialised preparation for Mathematics admissions tests, including the Mathematics Admissions Test (MAT), Cambridge STEP and other relevant assessments. Visit our Admissions Test page on the U2 Tuition website to learn more.
-
Are you preparing for future interviews at Oxford, Cambridge or other top universities such as Imperial? Our Oxbridge Maths tutors prepare students for all formats of interview question, hosting preparatory sessions and mock interviews. Learn more here.
Frequently Asked Questions FAQ – Maths Summer School
-
The Minds Underground Mathematics Summer School is an intensive summer programme designed to provide A-Level / IB Maths students with an enriched learning experience. It includes weekly online group classes led by accomplished Oxbridge Maths tutors, focusing on advanced applied and pure mathematics.
-
The summer school is primarily aimed at A-Level/ IB Maths students, specifically those in Year 12 (age 16-17). However, high-performing and ambitious younger students are also welcome to join and enhance their mathematical skills.
-
The summer school offers a challenging yet supportive environment, nurturing mathematical skills and encouraging academic excellence. It goes beyond the standard A-Level/ IB syllabus, helping students develop critical skills such as advanced problem-solving, logical and analytical thinking, and clear articulation of solutions.
-
Our carefully designed sessions provide unique and enriching content that can be used in personal statements and interviews for university applications. Demonstrating a passion for mathematics and showcasing exposure to advanced mathematical concepts can significantly enhance an application.
-
While the Summer School is tailored to students interested in Maths, it is open to any Year 12 student looking to explore this field. We also welcome younger ambitious learners in Year 10 and 11.
-
Registration details and enrolment information can be found on the Summer School booking page. Complete the registration process and we will send you logistical details a month or so before the course commences.
-
The Maths Summer School sessions take place weekly, with each session lasting 1.5 hours. The course runs from July to September, providing a flexible and comprehensive learning experience.
-
Participants who successfully complete the programme are able to request a certificate of participation, which can be a valuable addition to your academic achievements and university applications.
-
If you have any questions or require additional information, please feel free to contact us through the contact form on our website or send an email to enquiries@mindsunderground.com, quoting your contact number in case your email ends up in our Spam folder! Our team will be happy to assist you with any queries.
-
Absolutely. Our Summer School is designed to provide personal guidance and support. We keep class sizes small to ensure lots of interaction and individual attention. You'll have the opportunity to interact with our team of experts, ask questions, and receive assistance with your academic and university preparation needs.
-
Yes, we understand that scheduling conflicts can arise. We offer an offline programme option where students unable to attend live sessions can receive full session recordings and materials. This allows you to engage with the content at your own pace and convenience.
How does the offline program work, and what materials will I receive?
Students opting for the offline programme will receive access to recorded sessions, lecture materials, assignments, and resources related to each session. You can review the content at your own convenience, ensuring you don't miss out on any valuable information.
Can I still interact with instructors and ask questions if I choose the offline option?
While the offline Summer School doesn't provide real-time interaction with instructors, we encourage participants to reach out with questions through email. Our team is committed to providing support and addressing queries to enhance your learning experience.
Are there specific deadlines or timelines to follow for the offline programme?
The offline programme is designed to be flexible, allowing you to set your own pace within the programme's overall duration. However, we recommend staying on track with the programme schedule to ensure you have ample time for completion and any potential follow-up questions.
How do I enrol in the offline programme, and is there a separate registration process?
To enrol in the offline programme, simply follow the same registration process as for the live sessions on our website. During registration, you can indicate your preference for the offline option. You will receive access to the programme materials upon completion of each session.
Is there a difference in the cost between the live and offline programme options?
The cost for both the live and offline programme options remains the same. We aim to provide a flexible learning experience that accommodates different needs and schedules without additional cost considerations.
Can I switch from the live programme to the offline programme (or vice versa) if my circumstances change?
Yes, you can switch between the live and offline programme options based on your circumstances. Please contact our team to discuss any changes or transitions in your programme participation.
How do I access the recorded sessions and materials for the offline programme?
After registering for the offline programme, you will receive instructions on how to access the recorded sessions and materials through our online platform. This information will be provided to you before the start of the programme.
-
The summer school primarily focuses on immersive learning and skill development rather than formal assessments. The emphasis is on exploring advanced topics, problem-solving, and honing essential skills for future academic pursuits.
-
Explore essential maths concepts, review A-Level/ IB topics, and cultivate an inquisitive mindset for advanced curriculum engagement. Come prepared to actively participate, ask questions, and collaborate with peers to make the most of the learning experience.