What Advice Would You Give Someone Considering A Career As A Secondary Mathematics Teacher?
I think the main thing when you’re considering whether a career as a secondary mathematics teacher would be right for you is to get some experience related to the job and see if you enjoy it. This doesn’t have to be directly working in a school, although I know people who worked as TAs/ cover supervisors before applying to teaching. Any experience that involves working with children/ young adults or explaining maths concepts is worthwhile – as you’ll get a feel for whether it’s something you like doing. There’s lots of great opportunities, sometimes offered through University or school or even within the local community including; mentoring other students, STEM teaching internships or volunteering at clubs.
The next step is to talk to some current trainee teachers or teachers to get their first-hand experience about the training programme and also the more day-to-day life as a teacher. If you don’t know any personally, there’s Facebook groups such as ‘Gals Who Teach’ or the ‘Get into Teaching Support Group’ with like-minded people who would love to help you with any questions!
Once you’ve made your decision, all the different routes into teaching can be so overwhelming. It can be difficult to find out what is different about each one and which is right for you. Going to open days can be really useful to help you get a feel for the training provider and what the course entails. I’d say the main thing to remember is that every teacher training course follows the same standards and requirements so whatever provider you choose, you will have at least 120 days in school and teach in at least 2 different schools and with most you will finish the course with the same qualification. So, don’t worry too much about this as with all providers you will get the same opportunity in schools!
Interviews can be daunting, but they’re as much about you getting to know them as they are them getting to know you! My interviews really helped me decide which course I preferred and be confident in my decision. They can have quite a few different parts but if you follow the brief and remember they’re not looking for a perfect teacher – just someone enthusiastic about teaching and keen to learn, you’ll be fine!
Finally, I’d say definitely consider applying for the Mathematics Teacher Training Scholarship as it’s a great extra source of resources and also a great way to meet people from all over the country.
By Libby Smith
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)
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