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Edexcel GCSE Mathematics Paper 1 Higher (1MA1 1H) - 15th May 2025 [Exam Chat]

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Reply 20

Original post
by angel_222!
guys I'm scared... how do you actually revise the whole course in ONE DAY?!!!!


IKR! 😭

Reply 21

Original post
by angel_222!
guys I'm scared... how do you actually revise the whole course in ONE DAY?!!!!

fr 😭

Reply 22

Original post
by X4YN4B
fr 😭

it depends on whether your strong in maths. but just pick topics which you are weak at and go over them especially stuff like surds, factorisation, circle theorems and probability and basic algebra . Then just have like a good night rest as some problems in maths you can work it out logically without revising too much and you not being tired can help

Reply 23

Original post
by The_Architect
Does anyone think there's gonna be a circle theorem proof question this year? I hate the idea of memorising and regurgitating these so much and I don't want to have to put too much effort into doing so if I can use that to focus on everything else instead.
My teacher thinks that there will be and it will be a proof question using circle theorems

Reply 24

From my experience, here are some commonly missed topics that may be useful for those targeting the top grades:

Estimate powers and roots of any given positive number

Use error intervals

Estimate using bounds to a “suitable degree of accuracy”

Know the general shape of reciprocal and exponential functions

Represent inequality solutions using set notation

Know how to solve quadratic inequalities

Recognise and use simple geometric progressions

Recognise and be able to sketch graphs showing direct and inverse proportion

Know how to prove the circle theorems

Know the formula for the volume of a pyramid (it may not be given to you in the exam)

Know the exact values of sin, cos and tan (0, 30, 45, 60 and 90 degrees)

Know how to prove that two lines are parallel using vectors and that three points lie on the same straight line using vectors

Know what invariance is in the context of transformations

Use frequency trees

Understand and use expected frequency and theoretical probability

Understand that correlation does not imply causation

Reply 25

anyone have any iteration resources/examples and would be happy to explain?

Reply 26

Original post
by unskibidiknown
anyone have any iteration resources/examples and would be happy to explain?

use maths genie , they have worksheets asw a video explaining how they got the naswer

Reply 27

Original post
by unskibidiknown
anyone have any iteration resources/examples and would be happy to explain?

i have no resources but ill give explaining a shot: you do iteration when you have an equation and you want to find a value of x exactly but you have a vague idea of what x might be. iteration is usually a calculator topic. so you put your estimated value of x into your calculator and press equal. your x value is now stored in the Ans button. so you rearrange your equation in such a way so that it is equal to x. it doesnt matter if there are x's on both sides because we'll come to that later. say we have the equation x^3−9x^2+27x−27=0. we can rearrange so that x^3 = 9x^2 - 27x + 27 and then cube root both sides so we get: x = cube root(9x^2 - 27x + 27). our estimated x value is called x0. i will say (for example), x0 = 2 because i think that could be a solution. x0 is given in the exam. now in our rearranged cubic equation, we just substitute x with the Ans button (x = 9Ans^2 - 27Ans + 7). you will get a number answer. that is x1. press equal button again. that is x2. if the question does not specify till what x value to keep on iterating, do until the answer no longer changes when you press =. if it does, i will say in the question x4 is wanted as an answer. record the value of x0, x1, x2, x3, x4 on your paper because iteration questions want working. in the end after iterating, i got the answer of x4 = 3.975 (3dp). did you get that? according to google, apparently, the answer is 3. so we are quite close. usually, when you do iteration, the more you do it, the closer you get to the answer. but this is not always the case (as seen in this equation, if you continue to iterate it). feel free to correct me anyone 🙂 just my 2 cents
(edited 9 months ago)

Reply 28

Original post
by ambitious_tiger
i have no resources but ill give explaining a shot: you do iteration when you have an equation and you want to find a value of x exactly but you have a vague idea of what x might be. iteration is usually a calculator topic. so you put your estimated value of x into your calculator and press equal. your x value is now stored in the Ans button. so you rearrange your equation in such a way so that it is equal to x. it doesnt matter if there are x's on both sides because we'll come to that later. say we have the equation x^3−9x^2+27x−27=0. we can rearrange so that x^3 = 9x^2 - 27x + 27 and then cube root both sides so we get: x = cube root(9x^2 - 27x + 27). our estimated x value is called x0. i will say (for example), x0 = 2 because i think that could be a solution. x0 is given in the exam. now in our rearranged cubic equation, we just substitute x with the Ans button (x = 9Ans^2 - 27Ans + 7). you will get a number answer. that is x1. press equal button again. that is x2. if the question does not specify till what x value to keep on iterating, do until the answer no longer changes when you press =. if it does, i will say in the question x4 is wanted as an answer. record the value of x0, x1, x2, x3, x4 on your paper because iteration questions want working. in the end after iterating, i got the answer of x4 = 3.975 (3dp). did you get that? according to google, apparently, the answer is 3. so we are quite close. usually, when you do iteration, the more you do it, the closer you get to the answer. but this is not always the case (as seen in this equation, if you continue to iterate it). feel free to correct me anyone 🙂 just my 2 cents

tysm, what happens if it is non-calc

Reply 29

Original post
by Custards Creme
use maths genie , they have worksheets asw a video explaining how they got the naswer

thanks will do

Reply 30

function.png guys can someone plz help with this qu

Reply 31

Original post
by unskibidiknown
tysm, what happens if it is non-calc

i dont even think iteration ever comes up in non calc but im not sure

Reply 32

Original post
by X4YN4B
function.png guys can someone plz help with this qu

for a sec i thought this was furthermaths 😭 basically the domain of a function is the set of all possible input values aka the x values that u can substitute into the function without breaking any mathematical rules eg dividing by zero which would give u an undefined answer. u look at the denominator of the function, set it equal to zero, and solve which would be 3/4

Reply 33

Original post
by h3artara
for a sec i thought this was furthermaths 😭 basically the domain of a function is the set of all possible input values aka the x values that u can substitute into the function without breaking any mathematical rules eg dividing by zero which would give u an undefined answer. u look at the denominator of the function, set it equal to zero, and solve which would be 3/4

its not fm!? i swr this is, i dont remember learning this in normal maths, only fm...

Reply 34

Original post
by h3artara
for a sec i thought this was furthermaths 😭 basically the domain of a function is the set of all possible input values aka the x values that u can substitute into the function without breaking any mathematical rules eg dividing by zero which would give u an undefined answer. u look at the denominator of the function, set it equal to zero, and solve which would be 3/4

thank youuu so would you always set the denominator to 0 in qus like those

Reply 35

Original post
by ambitious_tiger
its not fm!? i swr this is, i dont remember learning this in normal maths, only fm...

nope unfortunately

Reply 36

Original post
by ambitious_tiger
its not fm!? i swr this is, i dont remember learning this in normal maths, only fm...

yeah fr i thought things to do w domain and range didnt come up in the normal maths gcse spec?? i only learnt this in fm

Reply 37

Original post
by X4YN4B
thank youuu so would you always set the denominator to 0 in qus like those

lowk ive never seen something like this in normal maths tbh can u show me where u got this qs from? but yeah usually when the equation for a function its a fraction and it asks you what cant be in the domain, it always the x value where if u did input it the denominator would equal to zero because the answer would be undefined so it wouldnt give u an answer for f(x)/y (lowk yapping but i hope this makes sense lmao 😭)

Reply 38

Original post
by X4YN4B
function.png guys can someone plz help with this qu

basicly the answer is 3 over 4 but check the ms beacuse 4x-3 cant equal to zero so you solve for x which gives you 3 over 4

Reply 39

Original post
by h3artara
lowk ive never seen something like this in normal maths tbh can u show me where u got this qs from? but yeah usually when the equation for a function its a fraction and it asks you what cant be in the domain, it always the x value where if u did input it the denominator would equal to zero because the answer would be undefined so it wouldnt give u an answer for f(x)/y (lowk yapping but i hope this makes sense lmao 😭)

https://www.mymathscloud.com/api/download/modules/GCSE-iGCSE-O-Level/Practice-Papers/Edexcel/Practice%2011%20Practice%20Tests%20Set%2011%20-%20Paper%201H.pdf?id=20605426 i got it from here and nah dw i understand it now thankss

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