Edexcel Higher Paper 2 November 2022 Exam Walkthrough

[@kyuzo3313]

wow, can't believe this came on my recommended today. im doing a maths degree at university now and your videos were amazing dude. you are truly doing amazing work. props to you dude

[@Yma0104]

what university do u go to for yr11 GCSE maths level💀

[@kyuzo3313]

na u misread it, I use to watch his videos back when I was sitting my gcse (never sat it tho coz of Covid) . randomly had his video pop up on my recommended one day

[@saturday9032]

Cheers for the walkthrough mate. Appreciate it

[@dobby101]

Thank you so much for uploading

[@A-7891]

for question 22 , how do u know to use 'g' first then 'f' ?

[@sophiekindly31]

Thanks lots of help 👍

[@Mirabelle_maier]

the last step on question 20?

[@khalidrahman2358]

for q24 how did u know that the centre was of the circle was the origin?

[@Arthur_CSR]

The question states that the equation of the circle given is x^2+y^2=12.25. The general form for an equation of a circle is x^2+y^2=r^2. The points which were given were 2.1,2.8. Radius can then be found using Pythagoras. 2.1^2+2.8^2=r^2 works out to r=3.5, which is the same as root 12.25 (the result of making r the subject of the equation of a circle which was given). These two values are the same, therefore meaning that points 2.1,2.8 must originate from 0,0.

[@Emilyfarrell15x]

Shoutout to st hildas for using papers from 2022 🔥

[@nooneparticular7213]

I love❤genie

[@DAGUM-n3g]

is same as IGCSE?

[@Yma0104]

unfortunately no

[@vascobishop3359]

You are the best

[@alisajadhosini1158]

❤❤

[@emwanta7687]

what topic is q12

[@ch7pp]

Iteration

[@RMProjects785]

Why do you assume the centre of the circle is 0?

[@MadinaJamali]

it's highly likely, basically if you're not given the centre then you just assume its 0

[@A-7891]

I just copied what someone else wrote: The question states that the equation of the circle given is x^2+y^2=12.25. The general form for an equation of a circle is x^2+y^2=r^2. The points which were given were 2.1,2.8. Radius can then be found using Pythagoras. 2.1^2+2.8^2=r^2 works out to r=3.5, which is the same as root 12.25 (the result of making r the subject of the equation of a circle which was given). These two values are the same, therefore meaning that points 2.1,2.8 must originate from 0,0.

[@roshan_patel05]

hardest paper 2

[@bigtennisballs9858]

This is ez beo 😊

[@saturday9032]

True

[@Harharhar-c9o]

Real