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# Further Maths GCSE AQA Paper 1 (Unofficial mark scheme) Watch

1. (Original post by Chittesh14)
Lol, you seem quite intelligent.
Have you finished the whole syllabus for the exam (FM GCSE)?
Rep me for my intelligence
Yeah kins of but the main thing is as i said silly mistakes that take away my marks and also sometimes not reading the question carefully.
2. (Original post by Ano123)
There is a turning point at (0,0), not an inflection point though.
Ok no idea, I haven't drawn out the graph... I am doing other things at the same time lol.
3. (Original post by Darshan98)
Rep me for my intelligence
Yeah kins of but the main thing is as i said silly mistakes that take away my marks and also sometimes not reading the question carefully.
I actually finished around half of the syllabus lol, I've just learnt most of it in A-level maths and I'm so lazy I didn't bother.
I'm going to learn the syllabus today lol..
4. (Original post by Chittesh14)
I actually finished around half of the syllabus lol, I've just learnt most of it in A-level maths and I'm so lazy I didn't bother.
I'm going to learn the syllabus today lol..
Oh are you doing a-levels?
Yeah same. I was feeling lazy thinking of this exam as my last exam. And i think this might not be the case with everyone but I can never focus much on my last exam
5. (Original post by Chittesh14)
Ok no idea, I haven't drawn out the graph... I am doing other things at the same time lol.
6. (Original post by Ano123)
Hmmm, no inflection point at (0,0).
Try this question. I need help
Find the stationary points and determine their nature of the curve
y=0.1x5+x2-x3-x
x coordinates of stationary points:

x = -2.78 or x = 2.14
7. (Original post by Chittesh14)
x coordinates of stationary points:

x = -2.78 or x = 2.14
Nature?
8. (Original post by Darshan98)
Oh are you doing a-levels?
Yeah same. I was feeling lazy thinking of this exam as my last exam. And i think this might not be the case with everyone but I can never focus much on my last exam
No, as in I done GCSE Maths in Year 10, so I started like the first module of A-level Maths.
I wish I had done it properly lol I'd have finished it in Year 11, anyway whatever.
I need to start revising at 5:30 for this exam - I'm going to go into the exam having done no past papers, as usual.
Going to play a bit of games now lol
9. (Original post by Ano123)
Nature?
Idk what nature of a curve is - only heard of it before.
10. (Original post by Chittesh14)
Idk what nature of a curve is - only heard of it before.
It means the question is asking for the stationary points and whether the staionary points are max, min or inflection.
11. (Original post by Ano123)
It means the question is asking for the stationary points and whether the staionary points are max, min or inflection.
Oh right, I'm pretty sure you can do that without any help lol.
12. (Original post by Chittesh14)
Oh right, I'm pretty sure you can do that without any help lol.
Maybe. But the question is, can you do it?
13. (Original post by Ano123)
Maybe. But the question is, can you do it?
Yes lol
14. (Original post by Chittesh14)
Yes lol
So then tell me, what are the stationary points, maximum, minimum or inflection points?
15. (Original post by Ano123)
So then tell me, what are the stationary points, maximum, minimum or inflection points?
Already told you the stationary points and could've gave the full co-ordinates but clearly, I was too busy hence why I stopped replying. I will do this tomorrow or if you are so desperate, later at midnight.
16. (Original post by Chittesh14)
Already told you the stationary points and could've gave the full co-ordinates but clearly, I was too busy hence why I stopped replying. I will do this tomorrow or if you are so desperate, later at midnight.
No actually find the stationary points and determine whether they are minimum maximum or points of inflection of the curve y=x4 .
Wrong attachment
Attached Images

17. What was the tangent to the curve question?

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18. (Original post by Ano123)
No actually find the stationary points and determine whether they are minimum maximum or points of inflection of the curve y=x4 .
Wrong attachment
What question is this?
19. (Original post by guy321)
What question is this?
What do you mean?

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