I am currently a 3rd Yr BSc Discrete Mathematics (Maths & Computer Science) undergraduate at the University of Warwick with a predicted grade of First.

Mathematics has always been a passion of mine because I love the problem-solving aspect of it and the useful applications it has to the real world. Maths is far more significant than most people think, since most of us use it in our everyday life, yet they lack the proper understanding of certain concepts to solve various unseen problems.

As a result, I believe that Maths provides students with an effective way of building mental discipline and encourages logical reasoning and mental rigor. Also, mathematical knowledge plays a fundamental role in understanding the content of other school subjects.

My approach of gaining a full understanding of the content and completing several practice questions proved to be extremely rewarding since it allowed me to successfully attain a GCSE Excellence Award (achieved by the top 5% of the cohort) as well as obtaining over 90% in all of my Maths A-Level modules.

Most importantly, I want to pass this curiosity and enthusiasm onto my students to unlock their true potential, alongside utilizing my 1 year of teaching experience, in order to make Maths more enjoyable for them and consistently adapt my tutorials to address any of their weaknesses to ensure they are resolved asap so that they can truly appreciate what they are learning.

My approach to making learning effective is simple:

1) Presenting and delivering the content in way that is easy and enjoyable to learn, since it is proven and from my experience that this is the most beneficial and quickest way for students to learn.

2) Ensuring that my students are understanding the content comfortably instead of simply memorizing it. I will do this through constant interaction, whilst working through countless exam-style and unseen questions with them to ensure that they can apply key concepts of what they have learned.

Together, this will guarantee that my students are not only well-equipped for their upcoming exams, but by solving more complex unseen problems, it will make the exam questions seem easy in comparison so that my students can effortlessly achieve the highest possible grade.

Each session, I will spend a small amount of time highlighting some weak areas from the previous tutorials, so that we can discuss how to improve as a way of tracking progress. After this, I will run through some example questions and ask students to explain their ideas and their thought process on solving the problem as if they were teaching it to me, which will truly demonstrate the student's ability on how well they have understood the topic. Throughout the session, I am more than happy to answer any questions/ queries from the students regarding anything they have learnt, in order to maximize their knowledge and confidence in the exams.