# Edexcel A-level Further Pure 1 - 13th June 2019 [Exam Discussion]

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#1
Edexcel A level Further Pure 1
Here is the exam discussion for this exam. Talk anything from how to revise for it, specific questions or time management
Date: 13th June
AM/PM:PM
Length:1h30
Specification:https://qualifications.pearson.com/c...cification.pdf

Other Resources:
Formula Booklet: https://qualifications.pearson.com/c...mulae_Book.pdf
Sample Assessment Materials: https://qualifications.pearson.com/c...atics-sams.pdf
Maths Study Group (including many resources): https://www.thestudentroom.co.uk/sho....php?t=5747896
How to revise for the new specification: https://www.thestudentroom.co.uk/a-l...maths-new-spec

with revision and exams
1
2 years ago
#2
Summary of content mapping:

Spoiler:
Show
• Vectors - FP3 [volumes/direction cosines were somewhat underrepresented in the old specification. These can be found in AQA FP4]
• Parabolas and rectangular hyperbolas - FP1
• Ellipses and hyperbolas - FP3
• Inequalities - FP2
• T-formulae - ?
• Use of series expansions to find limits - AQA FP3
• Leibnitz Theorem - ?
• L'Hopital's rule - MEI P6
• Weierstrass substitution - OCR FP2
• Numerical methods for DEs - Edexcel P6/legacy FP3
• Simpson's rule - MEI Numerical Methods, though I'm not sure if the questions are suitable.
• Reducible ODEs - FP2

As you might have seen on the other thread, I'm making question packs for Core Pure, FP1 and FS1, particularly new content. I'm putting all of them here. Always willing to expand any of these, so feedback is welcome as always.
Last edited by _gcx; 2 years ago
2
2 years ago
#3
lol unpopular

taking it BTW
0
2 years ago
#4
thank you you are a star
(Original post by _gcx)
Summary of content mapping:

Spoiler:
Show
• Vectors - FP3 [volumes/direction cosines were somewhat underrepresented in the old specification. These can be found in AQA FP4]
• Parabolas and rectangular hyperbolas - FP1
• Ellipses and hyperbolas - FP3
• Inequalities - FP2
• T-formulae - ?
• Use of series expansions to find limits - AQA FP3
• Leibnitz Theorem - ?
• L'Hopital's rule - MEI P6
• Weierstrass substitution - OCR FP2
• Numerical methods for DEs - Edexcel P6/legacy FP3
• Simpson's rule - MEI Numerical Methods, though I'm not sure if the questions are suitable.
• Reducible ODEs - FP2

As you might have seen on the other thread, I'm making question packs for Core Pure, FP1 and FS1, particularly new content. I'm putting all of them here. Always willing to expand any of these, so feedback is welcome as always.
0
2 years ago
#5
Thank you so much for all of these! You are a life saver! Is it possible for you to do Further Mechanics 1 if you study it?
(Original post by _gcx)
Summary of content mapping:

Spoiler:
Show
• Vectors - FP3 [volumes/direction cosines were somewhat underrepresented in the old specification. These can be found in AQA FP4]
• Parabolas and rectangular hyperbolas - FP1
• Ellipses and hyperbolas - FP3
• Inequalities - FP2
• T-formulae - ?
• Use of series expansions to find limits - AQA FP3
• Leibnitz Theorem - ?
• L'Hopital's rule - MEI P6
• Weierstrass substitution - OCR FP2
• Numerical methods for DEs - Edexcel P6/legacy FP3
• Simpson's rule - MEI Numerical Methods, though I'm not sure if the questions are suitable.
• Reducible ODEs - FP2

As you might have seen on the other thread, I'm making question packs for Core Pure, FP1 and FS1, particularly new content. I'm putting all of them here. Always willing to expand any of these, so feedback is welcome as always.
0
2 years ago
#6
(Original post by bigmansouf)
thank you you are a star
no problem

(Original post by maruchan)
Thank you so much for all of these! You are a life saver! Is it possible for you to do Further Mechanics 1 if you study it?
I don't study it but I could still compile questions for you lot. Drawback is that I'd be selecting purely based on examiner reports. Feel free to say if you want any of the existing packs expanded or want a solution to any question in particular.
0
2 years ago
#7
Thank you so much you don't know helpful that would be. I am using all your questions as I am self studying both units. Honestly thank you so much! I am so happy there are some FP1 questions out there! Just waiting on Leibnitz's theorem but I know how busy you must be so thank you!
(Original post by _gcx)
no problem

I don't study it but I could still compile questions for you lot. Drawback is that I'd be selecting purely based on examiner reports. Feel free to say if you want any of the existing packs expanded or want a solution to any question in particular.
0
2 years ago
#8
(Original post by maruchan)
Thank you so much you don't know helpful that would be. I am using all your questions as I am self studying both units. Honestly thank you so much! I am so happy there are some FP1 questions out there! Just waiting on Leibnitz's theorem but I know how busy you must be so thank you!
I thought I put it on there but it turns out I forgot to hit save. I couldn't find any A-level questions on Leibniz's Theorem (to be fair, it is a very random theorem to include) so they're all made from scratch. Some are inspired by textbook questions so should hopefully be reasonable.
1
2 years ago
#9
Thank you so much and I agree the spec is really weird!
(Original post by _gcx)
I thought I put it on there but it turns out I forgot to hit save. I couldn't find any A-level questions on Leibniz's Theorem (to be fair, it is a very random theorem to include) so they're all made from scratch. Some are inspired by textbook questions so should hopefully be reasonable.
0
2 years ago
#10
[bump]

0
2 years ago
#11
Anyone know if we actually need to memorise these or if they'll be given in the question??

0
2 years ago
#12
(Original post by lukeeve12)
Anyone know if we actually need to memorise these or if they'll be given in the question??

They have been given in the specimen and mock set, and were given on the old spec - so I think it's safe to assume they are.
1
2 years ago
#13
(Original post by _gcx)
[bump]

0
2 years ago
#14
(Original post by TheTroll73)
I'm more confident with it than Core Pure. FP1 plays to my strengths, though I don't want an ugly coordinate geometry question.
0
2 years ago
#15
(Original post by _gcx)
I'm more confident with it than Core Pure. FP1 plays to my strengths, though I don't want an ugly coordinate geometry question.
I agree, I tend to score more marks on FP1 and especially FP2 than on the core. For some weird reason I tend to make less silly mistakes on those. I honestly have no idea why.

Also when I was learning the content I enjoyed the topics in FP2 most, probably because group theory and modular arithmetic comes very naturally to me. Although I do have to add I studies every topic in A level math and FM (except stats) with more rigor than typically taught (by extending the material and by proving most of the given formulae).

I also dislike those ugly coordinate geometry problems, but seeing I did do some in STEP past papers (and they're obviously harder, at least algebra-wise) I should be fine if one comes.
0
2 years ago
#16
I thought further pure 1 is harder than core pure?
0
2 years ago
#17
(Original post by chieula2301)
I thought further pure 1 is harder than core pure?
I don't think it's necessarily supposed to be - it's just more pure and really depends on the person how hard that extra stuff is.

For example - numerical methods is chapter 8 but could easily be in single maths.
Last edited by _gcx; 2 years ago
0
2 years ago
#18
Fair point!
(Original post by _gcx)
I don't think it's necessarily supposed to be - it's just more pure and really depends on the person how hard that extra stuff is.

For example - numerical methods is chapter 8 but could easily be in single maths.
0
2 years ago
#19
Is there even a specimen paper for this? Can't find one
0
2 years ago
#20
https://qualifications.pearson.com/c...atics-sams.pdf

(Original post by tomee)
Is there even a specimen paper for this? Can't find one
0
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