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OCR B (MEI) Y420/01 - Core Pure - Wednesday 22nd May 2024 - [Exam Chat]

How was the paper? :smile:
(edited 12 months ago)

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Reply 1

That was easier than all the past papers imo

Reply 2

but I feel like I may have missed a question 😭

Reply 3

Original post by shush12389
but I feel like I may have missed a question 😭

how did other ppl in your school find it?
and what do you think A* boundary is?

Reply 4

We all found it rerally easy from my school, I'm thinking 120-125 + for an A*

Reply 5

Original post by SamPheonix19
how did other ppl in your school find it?
and what do you think A* boundary is?


everyone I’ve spoken to seems to find it easy too. I agree with the other person about the boundaries - likely to be above 120 for an A*

Reply 6

does anyone remember what they got for the hyperbolic questions, the x coordinate, the equation of the line and the last integration question, the value for the rotation around the x axis?

Reply 7

Original post by tsrin
does anyone remember what they got for the hyperbolic questions, the x coordinate, the equation of the line and the last integration question, the value for the rotation around the x axis?


The x coordinate for the hyperbolic was 2.89 to 3sf. The last integration was ln(3+2root3/3) and I don’t know what question you’re referring to with the rotation - are you talking about the volume of revolutions one?

Reply 8

Original post by tsrin
does anyone remember what they got for the hyperbolic questions, the x coordinate, the equation of the line and the last integration question, the value for the rotation around the x axis?


the equation of the tangent to the hyperbolic was y = -2x+5

Reply 9

A* will be 120-123

Reply 10

The last question in section A was the only semi tricky question in the paper. The rest was pretty solid and you would pretty much check eveything on your calculator

Reply 11

What did people get for the improper Integral one?

Reply 12

Original post by htimsxam
What did people get for the improper Integral one?

I think it may have been -ln(2) but can't remember if that was a different question.

Reply 13

Original post by noahwdennis
I think it may have been -ln(2) but can't remember if that was a different question.

Yeah different question. It was the Integral of 1/(x-2)^(1/3) between 1 and 2

Reply 14

My answers from what i can remember:
Volumes of revs: pi^2/ 4
first angle question 34 degrees.
macluarin: n=181
vectors: S=6 angles 48 degrees?
Hyperbolics: y=-2x+5
Diffrential equations: y=3e^-2x+6e^-1x (Don't remember well might have been different values)
Last question. Maximum value was when t=126.something
(edited 12 months ago)

Reply 15

Original post by htimsxam
Yeah different question. It was the Integral of 1/(x-2)^(1/3) between 1 and 2

what did you get for this question?

Reply 16

Original post by LONZOBALL
what did you get for this question?

I think I got that it was undefined but honestly that one had me stumped. Rest went okay, I think most of your answers were what I got, was a really nice paper imo

Reply 17

Original post by htimsxam
I think I got that it was undefined but honestly that one had me stumped. Rest went okay, I think most of your answers were what I got, was a really nice paper imo

I thought it was undefined. Did the question say you could leave it as undefined?
(edited 12 months ago)

Reply 18

i think i got something like 184 for mclaurin

Reply 19

Original post by tsrin
i think i got something like 184 for mclaurin

Maybe you're right I don't remember exactly

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