Edexcel IAL 2022 October P3 Exam

Im sitting for the 2022 October exam and the P3 paper will be held in 2 days more. Please share any hard questions or resources you have here.

Reply 1

Vksh

All P3 papers here :u:

https://drive.google.com/drive/folders/1mclc0Tdn7a_PoE3p7c68m1LgDTCzVdwS?usp=sharing

:h:

Reply 2

Sabina_05

how was the P3 exam. I also retook it to go from an A to an A*. how did you find it?

Reply 3

Vksh

Original post by Sabina_05

how was the P3 exam. I also retook it to go from an A to an A*. how did you find it?

Did you do the 9th question part a, the trigonometric proof question? All of my collegues and me found it hard and no one had proved it. :frown:

The question was;

(9)(a) Prove that,

\dfrac{\cos^2\theta}{\cos2\theta-\sin3\theta}\equiv\dfrac{1+\sin\theta}{4\sin^2\theta-2\sin\theta-1}

(edited 1 year ago)

Reply 4

Sabina_05

Original post by Vksh

Did you do the 9th question part a, the trigonometric proof question? All of my collegues and me found it hard and no one had proved it. :frown:

The question was;

(9)(a) Prove that,

\dfrac{\cos^2\theta}{\cos2\theta-\sin3\theta}\equiv\dfrac{1+\sin\theta}{4\sin^2\theta-2\sin\theta-3}

oh...I am relieved, this is one of the questions I couldn't carry through. There were 2 trig identities proofs and I couldn't t manage to do either to the end. I thought it was only me, but I am happy that everyone found it hard :smile:

Reply 5

Sabina_05

Original post by Vksh

Did you do the 9th question part a, the trigonometric proof question? All of my collegues and me found it hard and no one had proved it. :frown:

The question was;

(9)(a) Prove that,

\dfrac{\cos^2\theta}{\cos2\theta-\sin3\theta}\equiv\dfrac{1+\sin\theta}{4\sin^2\theta-2\sin\theta-1}

do you have any update on the release dates and grade boundaries?

(edited 1 year ago)

Reply 6

Medic2029

Original post by Sabina_05

do you have any update on the release dates and grade boundaries?

I think the Edexcel Oct 2022 IAL's release date is tomorrow (12 Jan), for candidates, not sure about graded boundaries though, perhaps they'll be releasing them tomorrow as well