How Do You Envisage The Maths Scholarship Supporting You Through Your Initial Teacher Training?
When first researching the Maths Scholarship, I imagine most peoples’ eyes are immediately drawn to the financial incentives offered through the scheme. Whilst this is obviously a fantastic benefit, as I’ve discovered over the last two months, there are a plethora of other benefits I’ve already been able to access as part of the program.
For example, I’ve been able to become a member of a large community of trainee maths teachers who are in the same position as me. At this very early stage in my career, I have found it very useful and reassuring to share my experiences and hear how my peers are navigating similar situations in their own schools. Similarly, unlike other groups of trainee teachers that exist solely online, this scheme will allow me to network and meet my peers face-to-face at the upcoming CPD events. In addition to having the opportunity to connect with like-minded trainee teachers, I’m also very keen to attend these sessions to learn from experienced professionals about topics essential to becoming an effective teacher.
On a day-to-day basis, another benefit of being a scholar is the free access to online teaching resources such as MEI’s Integral and the STEM Learning website. Both of these resources have been incredibly useful. In particular, I have found them invaluable when it comes to planning activities for upcoming lessons. Moreover, as someone who’s career goal is to teach A-Level maths, I have found Integral particularly useful when it comes to refreshing my memory of certain topics.
Finally, I have found the free membership of the IMA to be incredibly worthwhile so far. Their magazine, Mathematics Today, has been a particular highlight, as it is full of interesting articles about both the real-world applications of maths and maths teaching. For example, there was a great article in their October issue discussing remote maths teaching in schools during the height of the pandemic. As this was prior to my own teaching career, it was useful to gain an insight into how this impacted the learning experience of students, particularly as the effects of this are still being felt in my classes nearly two years on.
Overall, my experience of being a maths teacher training scholar has been overwhelming positive so far and I’m certain it will be a great investment in my professional development. I’m really excited to continue to learn and get as much as I can out of the program for the rest of the academic year!
By Jake Sandy
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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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