Core Pure 1 Reaction + Predictions for CP2: A-Level Further Maths Exams 2026 [Edexcel]
£15 tickets for revision session here - if live places have sold out, don't worry, you can get the recording still, which will be ready to watch from about 3...
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Bicen Maths
14.7K views • May 14, 2026
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About this video
£15 tickets for revision session here - if live places have sold out, don't worry, you can get the recording still, which will be ready to watch from about 3pm onwards this Saturday: https://www.tickettailor.com/events/bicenmaths/2199218
I'll be recapping the topics that are likely to come up in the second paper, and also give you a set of questions to work on after the session, with a video solution! All for only £15.
Check out the poll here: https://www.youtube.com/@BicenMaths/community
This was for the Edexcel A-Level Core Pure 1 Paper, which was sat on 14th May 2026.
Topics that have not yet been assessed, likely in Paper 2:
Loci/regions on Argand diagrams
Matrices - modelling, planes, vector link?
Proof by induction
Vectors
More complex numbers, roots of unity?
Method of differences
Maclaurin/further differentiation
Improper integrals
Hyperbolics - integration, equations?
Further integration
Polar coordinates
1st order differential equations?
Could there be another roots of polynomials, testing a different aspect...?
Good luck!
Mr Bicen 🍀
I'll be recapping the topics that are likely to come up in the second paper, and also give you a set of questions to work on after the session, with a video solution! All for only £15.
Check out the poll here: https://www.youtube.com/@BicenMaths/community
This was for the Edexcel A-Level Core Pure 1 Paper, which was sat on 14th May 2026.
Topics that have not yet been assessed, likely in Paper 2:
Loci/regions on Argand diagrams
Matrices - modelling, planes, vector link?
Proof by induction
Vectors
More complex numbers, roots of unity?
Method of differences
Maclaurin/further differentiation
Improper integrals
Hyperbolics - integration, equations?
Further integration
Polar coordinates
1st order differential equations?
Could there be another roots of polynomials, testing a different aspect...?
Good luck!
Mr Bicen 🍀
Video Information
Views
14.7K
Likes
460
Duration
5:13
Published
May 14, 2026
User Reviews
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