What, Or Who, Inspired You To Become A Secondary Mathematics Teacher?
I was inspired to be a secondary school teacher by two people. First was my GCSE and A level teacher Mr Gamage. He was the only teacher to prove statements to me when I wanted to know how things worked. I remember clear as day angrily storming to his classroom saying I’m not doing differentiation until you tell me why this works. His surprised face turned to a big smile, and he grabbed his whiteboard pen like the flash. Running to the whiteboard and drawing a curve to show me differentiation by first principles. He was so committed to his job that he ate his lunch at his desk in his classroom waiting for students to approach him with questions. I always appreciated him at A level and wished I had treated him better at GCSE.
Secondly was my project supervisor at university. Christian delivered a number theory course in second year, and I followed his teaching into the third year because I knew I would learn anything he was teaching. It was him that made me think that teaching was a real avenue for me. That I could influence students not at the university level but could do a very good job with A level students.
As I studied pure mathematics, I can see the beauty of maths that others can’t. Don’t get me wrong its not a skill or talent. It’s simply what gets me. I get a little buzz when something neatly works together. Sometimes I also shiver when there’s too many variables or horrendous notation. Hopefully this will help with explaining trigonometry and other topics that “Will never be used after I leave school.” I look forward to teaching it more like an art than maths. Something to be appreciated. We should spend our time respecting the founders of such easy to comprehend and widely used equations. Instead of critiquing why it is useful to ourselves.
Thank you, Mr Gamage and Mr Wuthrich, for inspiring me. I would almost say that maths is a philosophy for me now. I hope to show students the same confident and inquisitive nature you found in me.
By Finn Peronius
![](data:image/jpeg;base64,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)
------
Message from the Scholarship Team
You can apply to the Scholarships with a 2:2 degree classification, providing you can demonstrate 'significant relevant experience'. Also you can apply before completing your subject knowledge enhancement course. See our eligibility criteria on our About Us page and our FAQs.
------
Keep up-to-date with the latest Maths Scholarships news:
Find us on Facebook, Twitter, LinkedIn, YouTube, and Instagram.
Join our mailing list or get in touch Here.