How My Experience As A Private Tutor Has Helped Me During My Teacher Training
Hi all, I am a current teacher trainee in secondary mathematics and wanted to write about how my experience as a private mathematics tutor, for 2 years before starting my training, helped secure my place as a trainee teacher and onto the scholarship programme.
Subject Knowledge
I started my career as a private tutor by not even tutoring at all! I felt that I could do the majority of mathematics at secondary level (I mean, I had just finished a mathematics degree!) but I wasn’t sure I was confident in exactly what students needed to know. In the first month, I bought myself an up-to-date CGP textbook for secondary mathematics and revised! I soon discovered there was actually a lot of mathematics I hadn’t used since secondary school and I had forgotten! Now, 2 years on, I am confident in saying that I know the secondary mathematics curriculum almost inside-out!
Improvisation
Every tuition session came with “Thea, can you explain this one specific piece of mathematics to me?” so, I would have to come up with a coherent, terminologically correct, visual explanation on the spot. Now, starting off I was terrible at this and often referred to my trusty textbook. But, as time went on, I automatically created a bank in my head of fabulous ways to explain complex mathematics!
In the classroom, there will be occasions where students will have a question you hadn’t anticipated or the class are confused and you're not sure why! – handling this will require a good bank of ways to re-explain concepts. This bank will develop greatly over the course of training!
Understanding
Starting as a tutor, I naively thought that I could use the same general session plan for ALL of my students. No, no, no … I was so wrong! ALL of my tutees had completely different needs so I had to have a different plan for every single tutee.
As a trainee teacher, you will soon discover that the general plan you have for one class will not at all work for another. Additionally, what works for some students in one class will not work for other students in that same class. This year so far has really shown to me how I can use my understanding of differences within students to adapt my teaching.
Making peace with getting it wrong sometimes
I still remember ‘fondly’, in my first year of tutoring, the time I was asked a question by a tutee that I had no idea how to answer (it was about knowing whether or not a fraction terminates just by looking at its denominator), I turned to my trustee textbook and we looked for an answer together–now, it wasn’t something that I could completely understand by first glance. We muddled through trying to decide on an answer, then attempted some practice and realized we still didn’t understand. We were near the end of the session so I called it day. I felt the need to apologize to her parents who were sat in the room next door listening in. Her mum was immediately gracious about it and stated that she would never expect me to know everything inside-out! I was a little taken back by how much she wasn’t worried about me messing up like this.
The point here is that you will make mistakes! Sometimes, what you think are mistakes are often not that big of a deal! And, as long as you go away and improve, that’s what matters most!
By Thea Andrews
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)
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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.
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