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Edexcel A Level Mathematics (9MA0/02) Paper 2 | Advanced Maths A+

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22-10-2025
Escrito en
2025/2026

Prepare for your Pearson Edexcel GCE A Level Mathematics (9MA0/02) Paper 2: Advanced Mathematics exam with this verified and updated 2025/2026 study pack. This comprehensive resource includes authentic exam-style questions and correct answers, covering major topics such as algebra, trigonometry, calculus, vectors, and statistical methods. Perfectly aligned with the Edexcel A Level Mathematics specification, this A+ graded test bank helps students strengthen problem-solving skills, deepen understanding, and boost confidence before the final exam. Ideal for A Level students, tutors, and independent learners, this guide guarantees clarity, accuracy, and exam success in Edexcel Mathematics Paper 2.

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Mark Scheme (Results)


Summer 2018 i




Pearson Edexcel GCE A Level Mathematics Pure
i i i i i i



i Mathematics Paper 2 (9MA0/02)
i i i

,Edexcel iand iBTEC iQualifications



Edexcel iand iBTEC iqualifications iare iawarded iby iPearson, ithe iUK’s ilargest iawarding
ibody. iWe iprovide ia iwide irange iof iqualifications iincluding iacademic, ivocational,
ioccupational iand ispecific iprogrammes ifor iemployers. iFor ifurther iinformation ivisit iour
iqualifications iwebsites iat iwww.edexcel.com ior iwww.btec.co.uk. iAlternatively, iyou ican

iget iin itouch iwith ius iusing ithe idetails ion iour icontact ius ipage iat
iwww.edexcel.com/contactus.




Pearson: ihelping ipeople iprogress, ieverywhere

Pearson iaspires ito ibe ithe iworld’s ileading ilearning icompany. iOur iaim iis ito ihelp ieveryone
iprogress iin itheir ilives ithrough ieducation. iWe ibelieve iin ievery ikind iof ilearning, ifor iall

ikinds iof ipeople, iwherever ithey iare iin ithe iworld. iWe’ve ibeen iinvolved iin ieducation ifor
iover i150 iyears, iand iby iworking iacross i70 icountries, iin i100 ilanguages, iwe ihave ibuilt ian
iinternational ireputation ifor iour icommitment ito ihigh istandards iand iraising iachievement

ithrough iinnovation iin ieducation. iFind iout imore iabout ihow iwe ican ihelp iyou iand iyour
istudents iat: iwww.pearson.com/uk




Summer i2018

Publications iCode i9MA0_02_1806_MS

All ithe imaterial iin ithis ipublication iis icopyright
© iPearson iEducation iLtd i2018

, General iMarking iGuidance

 All icandidates imust ireceive ithe isame itreatment. i Examiners imust imark
ithe ilast icandidate iin iexactly ithe isame iway ias ithey imark ithe ifirst.

 Mark ischemes ishould ibe iapplied ipositively. iCandidates imust ibe irewarded
ifor iwhat ithey ihave ishown ithey ican ido irather ithan ipenalised ifor
iomissions.

 Examiners ishould imark iaccording ito ithe imark ischeme inot iaccording ito
itheir iperception iof iwhere ithe igrade iboundaries imay ilie.

 All ithe imarks ion ithe imark ischeme iare idesigned ito ibe iawarded.
iExaminers ishould ialways iaward ifull imarks iif ideserved, ii.e. iif ithe ianswer
imatches ithe imark ischeme. i Examiners ishould ialso ibe iprepared ito iaward
izero imarks iif ithe icandidate’s iresponse iis inot iworthy iof icredit iaccording ito
ithe imark ischeme.

 Where isome ijudgement iis irequired, imark ischemes iwill iprovide ithe
iprinciples iby iwhich imarks iwill ibe iawarded iand iexemplification/indicative
icontent iwill inot ibe iexhaustive.

 When iexaminers iare iin idoubt iregarding ithe iapplication iof ithe imark
ischeme ito ia icandidate’s iresponse, ia isenior iexaminer imust ibe iconsulted
ibefore ia imark iis iawarded.

 Crossed iout iwork ishould ibe imarked iUNLESS ithe icandidate ihas ireplaced iit
iwith ian ialternative iresponse.

, PEARSON iEDEXCEL iGCE iMATHEMATICS

General iInstructions ifor iMarking

1. The itotal inumber iof imarks ifor ithe ipaper iis i100.


2. These imark ischemes iuse ithe ifollowing itypes iof imarks:


 M imarks: iMethod imarks iare iawarded ifor i‘knowing ia imethod iand iattempting ito iapply
iit’, iunless iotherwise iindicated.
 A imarks: iAccuracy imarks ican ionly ibe iawarded iif ithe irelevant imethod i(M) imarks
ihave ibeen iearned.
 B imarks iare iunconditional iaccuracy imarks i(independent iof iM imarks)
 Marks ishould inot ibe isubdivided.


3. Abbreviations

These i are i some i of i the i traditional i marking iabbreviations i that i will iappear i in i the
i mark ischemes.

 bod i– ibenefit iof idoubt
 ft i– ifollow ithrough
 the isymbol i i will ibe iused ifor icorrect ift

 cao i– icorrect ianswer ionly
 cso i- icorrect isolution ionly. iThere imust ibe ino ierrors iin ithis ipart iof ithe iquestion
ito iobtain ithis imark

 isw i– iignore isubsequent iworking
 awrt i– ianswers iwhich iround ito
 SC: ispecial icase
 o.e. i– ior iequivalent i(and iappropriate)
 d ior idep i– idependent
 indep i– iindependent
 dp idecimal iplaces
 sf i significant ifigures
 � i The ianswer iis iprinted ion ithe ipaper i or iag- ianswer igiven


4. All iM imarks iare ifollow ithrough.
A imarks iare i‘correct ianswer ionly’ i(cao), iunless ishown, ifor iexample, ias A1 ift ito
iindicate ithat iprevious iwrong iworking iis ito ibe ifollowed ithrough. iAfter ia imisread,
ihowever, ithe isubsequent iA imarks iaffected iare itreated ias iA ift, ibut ianswers ithat
idon’t
logically imake isense ie.g. iif ian ianswer igiven ifor ia iprobability iis i>1 ior i<0, ishould
inever ibe iawarded iA imarks.

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Subido en
22 de octubre de 2025
Número de páginas
46
Escrito en
2025/2026
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