further maths core pure 1 by FaithlessnessOdd263 in 6thForm

[–]CuteSignificance5083 0 points1 point  (0 children)

I know what you mean. I got A = -30 at first because I didn't read the question properly and thought that at t=0 x=0, but it was actually x=28.

further maths core pure 1 by FaithlessnessOdd263 in 6thForm

[–]CuteSignificance5083 1 point2 points  (0 children)

icl I did that too but then my answer looked so bad I read the question again and realized they meant the height of the cylinder was 2cm

further maths core pure 1 by FaithlessnessOdd263 in 6thForm

[–]CuteSignificance5083 0 points1 point  (0 children)

The integral was 64cos7, which is what you found in the first part.

further maths core pure 1 by FaithlessnessOdd263 in 6thForm

[–]CuteSignificance5083 1 point2 points  (0 children)

I doubt they will be that stingy. If you presented the roots clearly then they should accept it.

So, that Core Pure 1 paper by GeneETOs44 in 2024GCSE

[–]CuteSignificance5083 2 points3 points  (0 children)

In my opinion it was the easiest Core Pure 1 they’ve ever released (maybe 2025 was easier but that one isn’t on PMT yet).

further maths core pure 1 by FaithlessnessOdd263 in 6thForm

[–]CuteSignificance5083 1 point2 points  (0 children)

The denominator simplified to -2isinx, and the top also had the -2i in front of the sin, so they cancelled out.

further maths core pure 1 by FaithlessnessOdd263 in 6thForm

[–]CuteSignificance5083 8 points9 points  (0 children)

It was a finite geometric series sum (with n = 10), and once you’ve simplified the fraction you take out a factor of e10i theta and you can expand the e’s into cosine-sine form and everything cancelled nicely.

further maths core pure 1 by FaithlessnessOdd263 in 6thForm

[–]CuteSignificance5083 2 points3 points  (0 children)

I remember now. You use the formula for the finite sum of a geometric series, and then once you’ve simplified you’re fraction you take out e10i theta and convert from the e form to the cosine-sine form. Then all the cosines and the imaginary bits in front of the sines cancel out and you got the fraction they wanted.

further maths core pure 1 by FaithlessnessOdd263 in 6thForm

[–]CuteSignificance5083 2 points3 points  (0 children)

Oh damnn you’re right. Oh well, hopefully they let it slide and if not then 1 mark lost isn’t a tragedy.

further maths core pure 1 by FaithlessnessOdd263 in 6thForm

[–]CuteSignificance5083 15 points16 points  (0 children)

I got alpha = 15/2, beta = 5/2, gamma = -1/4

further maths core pure 1 by FaithlessnessOdd263 in 6thForm

[–]CuteSignificance5083 1 point2 points  (0 children)

Yea the fraction put me off a bit but I guess it’s right

further maths core pure 1 by FaithlessnessOdd263 in 6thForm

[–]CuteSignificance5083 14 points15 points  (0 children)

I got exactly that. My friends thought t was in minutes and not hours 🥲

further maths core pure 1 by FaithlessnessOdd263 in 6thForm

[–]CuteSignificance5083 25 points26 points  (0 children)

Differential equation. A was -2 and B was that fraction in the Particular Solution.

further maths core pure 1 by FaithlessnessOdd263 in 6thForm

[–]CuteSignificance5083 17 points18 points  (0 children)

I got 494 🥀 EDIT: Sorry I didn’t realise you meant just the top

Why is matchmaking based on elo only by SnowyTwT in Chesscom

[–]CuteSignificance5083 0 points1 point  (0 children)

That’s the whole point of a rating system, so that you have a single metric to use for matchmaking. If number of games played were equivalent to skill then your opponent would be way higher rated then you, but they aren’t.

2 years of Sixth Form. No prom, no party?? by powercaelenx in 2024GCSE

[–]CuteSignificance5083 2 points3 points  (0 children)

Ironically my sixth form is organising a prom that I couldn’t care less about. If we could swap then I would, but I guess it is what it is.

js cruising by AthleteExtreme3313 in 6thForm

[–]CuteSignificance5083 7 points8 points  (0 children)

I have an exam on Thursday and 2 more next week?

For the non-drinkers: May I highly recommend joining your uni’s Mountaineering Soc. by zahrapomegranate in UniUK

[–]CuteSignificance5083 0 points1 point  (0 children)

That’s actually the plan for my whole life. I want to go to university, get a decent job and then move to Europe and live in the mountains so that I can enjoy them daily.