AQA A Level Mathematics Paper 3 7357/3 - 21 Jun 2022 [Exam Chat]
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Mythical Pingu
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AQA A Level Mathematics Paper 3 7357/3 - 21 Jun 2022 [Exam Chat]
Here is the exam discussion for this exam. Talk anything from how to revise for it, specific questions or time management

Date/Time: Tuesday 21st June PM
Length: 2h
Resources:
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cronkmax
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goodnightae
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(Original post by cronkmax)
any predictions? or good papers based off of the advanced info that are free?
any predictions? or good papers based off of the advanced info that are free?
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cronkmax
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AliceKS
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(Original post by cronkmax)
do you think any of the large data set will come up??
do you think any of the large data set will come up??
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Tylerr04
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New Tom Bennison predicted paper out for this one, no solutions yet but we could share whatever we got here and make our own mark scheme
http://ifem.co.uk/2022/AQA_A_Level_2022_Paper_3.pdf
http://ifem.co.uk/2022/AQA_A_Level_2022_Paper_3.pdf
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Tylerr04
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(Original post by Tylerr04)
New Tom Bennison predicted paper out for this one, no solutions yet but we could share whatever we got here and make our own mark scheme
http://ifem.co.uk/2022/AQA_A_Level_2022_Paper_3.pdf
New Tom Bennison predicted paper out for this one, no solutions yet but we could share whatever we got here and make our own mark scheme
http://ifem.co.uk/2022/AQA_A_Level_2022_Paper_3.pdf
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1. Top Left answer
2. First Answer
3. 3rd Answer (M)
4a. (3x-2)/(3-x), x=/= 3
4b. Function has a Many-to-One relationship of x and g(x) so no inverse
5. Proof eventually reaching in b^2 - 4ac = 0, but equation is < 0 (probably wrong)
6a. Rate of Chance of Surface Area = 2b/r
6b. 1cm^3/sec
7a. y is not -9.8 and has a function for its value
7b. 100m
7c. For t > 10, 40t < 4t^2 so negative y value, not possible for a rocket model
8a. a = (3√3)/2 b = 3/2
8b. 5π/6, 11π/6
9a. logV = loga + tlogb
9b. In order from left to right, 3.99, 4.29, 4.59, 4.90
9c. Put values from 9c into graph, draw line of best fit through all points, a ≈ 9770 b ≈ 1.15 (will be a range of values to accept)
9d. £425,340 (will be a range of values to accept ), likely inaccurate as uses rounded values from part c and will only uses data up to 2011 which may be irrelevant for later years
10a. (-1, -2) is the stationary point
10b. Domain: x =/= -2, x =/= 0 Range: f(x) > 0, f(x) <= -2
10c. (-1.618, -3.236), (-1, -2), (0.618, 1.236)
11. Fourth answer, √10
12a. Top right answer, All 3300 Households
12b. Top left answer, Systematic
13. - Will not include any concerns from new students in Year 12, - Will not reflect the full population
14a. - Only 2 outcomes of the parachute game (fail or succeed), - The chance of each landing being accurate is the same each time - The chance of each landing being accurate is unaffected by any other attempts
14b. 0.2898
14c. 0.08398
14d. As he plays more on each day, he will become better so the chance of success on each day will become higher
15a. 9 in McDonalds only, 6 in KFC only, 6 in Both, 5 outside both circles
15b. P(Both) = 3/13. If independent this should be 45/169 so not independent
15c. P(Both or Either) = 29/60
16a. Large data set only has data from a few UK regions and not the whole country, so does not reflect the data for the whole country and Rupi's conclusion is incorrect
16b. It is a bad choice because - The bell curve/model/graph predicts some data will be negative which is not possible for a reading of CO, - The data is not symmetrical around the mean so cannot be normally distributed accurately
17a. Not enough information to answer question, but assuming the question relates to 17b using a sample of 30, Sample Mean < 155.9 or Sample Mean > 184.1
17b.
h0: μ = 170 h1: μ =/= 170.
(Using critical region found in 17a or using other method got me p = 0.00013)
reject h0
sufficient evidence to suggest the diet has changed the levels of cholesterol in the teenage boys
18ai. £88.70
18aii. £5.68
18b. (I might have ai and aii wrong because this wasnt quite right but) The maximum and minimum of the data falls within or close to 3 standard deviations of the mean
18ci. 0
18cii. 0.769
18d. m = £90.43
19. h0: p = 0.09, h1: p < 0.09
X Represents the number of faulty signs, X ~ B(40, 0.09)
P(X <= 3) = 0.51
accept h0
Insufficient evidence to suggest the new manufacturer has reduced the proportion of faulty signs
51 % > 5% significance level
2. First Answer
3. 3rd Answer (M)
4a. (3x-2)/(3-x), x=/= 3
4b. Function has a Many-to-One relationship of x and g(x) so no inverse
5. Proof eventually reaching in b^2 - 4ac = 0, but equation is < 0 (probably wrong)
6a. Rate of Chance of Surface Area = 2b/r
6b. 1cm^3/sec
7a. y is not -9.8 and has a function for its value
7b. 100m
7c. For t > 10, 40t < 4t^2 so negative y value, not possible for a rocket model
8a. a = (3√3)/2 b = 3/2
8b. 5π/6, 11π/6
9a. logV = loga + tlogb
9b. In order from left to right, 3.99, 4.29, 4.59, 4.90
9c. Put values from 9c into graph, draw line of best fit through all points, a ≈ 9770 b ≈ 1.15 (will be a range of values to accept)
9d. £425,340 (will be a range of values to accept ), likely inaccurate as uses rounded values from part c and will only uses data up to 2011 which may be irrelevant for later years
10a. (-1, -2) is the stationary point
10b. Domain: x =/= -2, x =/= 0 Range: f(x) > 0, f(x) <= -2
10c. (-1.618, -3.236), (-1, -2), (0.618, 1.236)
11. Fourth answer, √10
12a. Top right answer, All 3300 Households
12b. Top left answer, Systematic
13. - Will not include any concerns from new students in Year 12, - Will not reflect the full population
14a. - Only 2 outcomes of the parachute game (fail or succeed), - The chance of each landing being accurate is the same each time - The chance of each landing being accurate is unaffected by any other attempts
14b. 0.2898
14c. 0.08398
14d. As he plays more on each day, he will become better so the chance of success on each day will become higher
15a. 9 in McDonalds only, 6 in KFC only, 6 in Both, 5 outside both circles
15b. P(Both) = 3/13. If independent this should be 45/169 so not independent
15c. P(Both or Either) = 29/60
16a. Large data set only has data from a few UK regions and not the whole country, so does not reflect the data for the whole country and Rupi's conclusion is incorrect
16b. It is a bad choice because - The bell curve/model/graph predicts some data will be negative which is not possible for a reading of CO, - The data is not symmetrical around the mean so cannot be normally distributed accurately
17a. Not enough information to answer question, but assuming the question relates to 17b using a sample of 30, Sample Mean < 155.9 or Sample Mean > 184.1
17b.
h0: μ = 170 h1: μ =/= 170.
(Using critical region found in 17a or using other method got me p = 0.00013)
reject h0
sufficient evidence to suggest the diet has changed the levels of cholesterol in the teenage boys
18ai. £88.70
18aii. £5.68
18b. (I might have ai and aii wrong because this wasnt quite right but) The maximum and minimum of the data falls within or close to 3 standard deviations of the mean
18ci. 0
18cii. 0.769
18d. m = £90.43
19. h0: p = 0.09, h1: p < 0.09
X Represents the number of faulty signs, X ~ B(40, 0.09)
P(X <= 3) = 0.51
accept h0
Insufficient evidence to suggest the new manufacturer has reduced the proportion of faulty signs
51 % > 5% significance level
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helen2015
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Thanks so much for posting for the practice paper and your answers Tylerr04, there certainly isn't much out there for AQA this year. My son has this paper tomorrow and he's just hit the panic point in revision where he feels like he's forgotten everything he knows! Hopefully working through this paper will remind him that its all there really.
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Tylerr04
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(Original post by helen2015)
Thanks so much for posting for the practice paper and your answers Tylerr04, there certainly isn't much out there for AQA this year. My son has this paper tomorrow and he's just hit the panic point in revision where he feels like he's forgotten everything he knows! Hopefully working through this paper will remind him that its all there really.
Thanks so much for posting for the practice paper and your answers Tylerr04, there certainly isn't much out there for AQA this year. My son has this paper tomorrow and he's just hit the panic point in revision where he feels like he's forgotten everything he knows! Hopefully working through this paper will remind him that its all there really.
http://ifem.co.uk/2022/AQA_A_Level_2022_Paper_3_MS.pdf
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Inshrah
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AliceKS
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(Original post by Inshrah)
can someone summarise 'critique statistical sampling' real quick plss
can someone summarise 'critique statistical sampling' real quick plss
we only have to know five methods i think (quota, stratified, systematic, opportunity and simple random) and there's a table in the book 1 textbook that summarises it pretty well - just rote memorisation from a flashcard really
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Tylerr04
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(Original post by AliceKS)
i think it's just knowing methods of sampling and their pros and cons so that you can talk about why a method is/isn't good
we only have to know five methods i think (quota, stratified, systematic, opportunity and simple random) and there's a table in the book 1 textbook that summarises it pretty well - just rote memorisation from a flashcard really
i think it's just knowing methods of sampling and their pros and cons so that you can talk about why a method is/isn't good
we only have to know five methods i think (quota, stratified, systematic, opportunity and simple random) and there's a table in the book 1 textbook that summarises it pretty well - just rote memorisation from a flashcard really
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Capoter
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(Original post by Tylerr04)
Official solutions are out now, glad I could be of help
http://ifem.co.uk/2022/AQA_A_Level_2022_Paper_3_MS.pdf
Official solutions are out now, glad I could be of help
http://ifem.co.uk/2022/AQA_A_Level_2022_Paper_3_MS.pdf
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Political_Weirdo
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(Original post by Capoter)
18C ii : is answer correct??
18C ii : is answer correct??
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Tylerr04
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(Original post by Political_Weirdo)
I'm not certain if the mark scheme version is correct because I used a graphical calculator with the specific regions and got the same answer as Tyler.
I'm not certain if the mark scheme version is correct because I used a graphical calculator with the specific regions and got the same answer as Tyler.
(Original post by Capoter)
18C ii : is answer correct??
18C ii : is answer correct??
Both answers would be right in an exam but a real exam question probably wouldn't have the 2 possible values of standard deviation be so hugely different
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Tylerr04
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oh also question 6a the worked solution puts it in terms of A and b for some reason. the worked solution is equivalent to 2b/r
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astar_123
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(Original post by Tylerr04)
oh also question 6a the worked solution puts it in terms of A and b for some reason. the worked solution is equivalent to 2b/r
oh also question 6a the worked solution puts it in terms of A and b for some reason. the worked solution is equivalent to 2b/r
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keanureeeves
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(Original post by Mythical Pingu)
AQA A Level Mathematics Paper 3 7357/3 - 21 Jun 2022 [Exam Chat]
Here is the exam discussion for this exam. Talk anything from how to revise for it, specific questions or time management
Date/Time: Tuesday 21st June PM
Length: 2h
Resources:
Specification
Advanced Information
with revision and exams
AQA A Level Mathematics Paper 3 7357/3 - 21 Jun 2022 [Exam Chat]
Here is the exam discussion for this exam. Talk anything from how to revise for it, specific questions or time management

Date/Time: Tuesday 21st June PM
Length: 2h
Resources:
Specification
Advanced Information


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helen2015
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(Original post by keanureeeves)
good luck everybody Im so nervous cuz I flopped paper 1 and 2 everything is riding on thissss
good luck everybody Im so nervous cuz I flopped paper 1 and 2 everything is riding on thissss
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keanureeeves
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thank u for the reassurance Helen
(Original post by helen2015)
Lots of people saying paper 1 was really hard (including lots of teachers) so you might not have done as badly as you think. Good luck this afternoon everyone!!
Lots of people saying paper 1 was really hard (including lots of teachers) so you might not have done as badly as you think. Good luck this afternoon everyone!!
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