Tell Us About Your Experience Of The Online Assessment As Part Of Your Application To The Maths Scholarships...
I was advised to apply for a Maths Scholarship by my university after I was offered a place on their PGCE course. I hadn’t heard much about the Maths Scholarship, so I wasn’t too sure what to expect! The process actually ended up being nice and simple, and I would advise anyone applying to not be scared and just go for it, as it was actually a very engaging process.
I distinctly remember the first sign that indicated receiving this Scholarship is not as simple as just getting a good university grade; a note in the application form that stated most applicants who fail will do so when writing the personal statement and answering the questions posed.
This made me stop and think of how I need to showcase my skills without any unnecessary waffle – which for a mathematician who is used to numbers over letters can be difficult! I opened up Word and pasted in every point that needed to be covered. I then read over my university application and pulled from that anything that was applicable to this application. Everyone’s way of working will be different, but for me this was the best method as there was a lot of overlap and it meant it reduced the demand of the statement.
Once finding out that part was successful, it was on to prep for the interview. I really enjoyed the process! It is common of children to ask why they are learning a topic, so to be able to research and prep round an answer was good fun.
The second part of the interview asking about how an ECT can use the topic to improve cross-curricular links allowed me to delve in to other subjects and recall lessons I had in art, science, English etc. that applied to number patterns and sequences. I was conscious that I was a little nervous for my interview, so I made a couple of cue cards with the key facts or prompts on to help me if I needed.
For anyone who is worried about interviews or nervous like I was, you have no need to. The interviewers put me at ease by making the process very informal in its chatting nature and they helped and pushed me to develop my answers. I think this was a great way of showing I was able rather than expecting a speech about my topic, and it allowed me to develop ideas on the spot.
The whole process was pain-free and done in such a way to better my chances, not just test like other assessments!
By Megan Field
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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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