The Ultimate TMUA Guide E-Book

Chloe Bowman

• Herausgeber: RAR Medical Services Ltd
• Kategorie: Bildung
• Sprache: Englisch

Veröffentlichungsjahr: 2022

Beschreibung

The Ultimate Cambridge TMUA Guide gives you everything you need to master every aspect of the Cambridge Test of Mathematics for University Admission .

Inside you'll find:

• A complete walk through of the TMUA syllabus, teaching you every single aspect of the test.
• Advanced techniques and breakdowns of every single question type
• Tons of practice questions to work through, just like the real exam.

The pinnacle of years of research and development into the Cambridge TMUA, The Ultimate Cambridge TMUA Guide combines all of our advanced coaching programmes, and full textbook to all the mathematics in the TMUA to help you take control of your own application and master the TMUA.

The Ultimate Cambridge TMUA Guide includes:

Detailed coverage of each section, helping you prepare for all question types that you’ll face in the exam, and how to approach them successfully. Each topic in the specification is examined, and uses real TMUA exam data to help you learn just how the exam works and maximise your chances of getting the top score.

From UniAdmissions, UK’s leading Oxbridge Admissions company, The Ultimate Cambridge TMUA Collection gives you the best and most fully comprehensive set of preparation materials for the Cambridge TMUA ever. Your book also includes a voucher for a free eBook, and you can get access to a whole range of other application resources on the Uni Admissions website.

Leseprobe

Copyright©2022UniAdmissions.Allrightsreserved.

FirstEdition

PaperbackISBN978-1-915091-58-1

HardcoverISBN978-1-915091-60-4

Nopartofthispublicationmaybereproduced,storedortransmittedinany

formorbyanymeans,electronicormechanical,includingphotocopying,

recording,orbyanyinformationretrievalsystemwithoutthepriorwritten

permissionofthepublisher.Thispublicationmaynotbeusedinconjunction

withortosupportanycommercialundertakingwithoutthepriorwritten

permissionofthepublisher.

PublishedbyRARMedicalServices

www.uniadmissions.co.uk

[email protected]

Tel:[phone]-

ThisbookisneithercreatednorendorsedbyCambridgeAssessment.The

authorsandpublisherarenotaffiliatedwithCambridgeAssessment.The

informationofferedinthisbookispurelyadvisoryandanyadvicegivenshould

betakenwithinthiscontext.Assuch,thepublishersandauthorsacceptno

liabilitywhatsoeverfortheoutcomeofanyapplicant’sTMUAperformance,

theoutcomeofanyuniversityapplicationsorforanyotherloss.Although

everyprecautionhasbeentakeninthepreparationofthisbook,thepublisher

andauthorassumenoresponsibilityforerrorsoromissionsofanykind.

Neitherisanyliabilityassumedfordamagesresultingfromtheuseof

informationcontainedherein.Thisdoesnotaffectyourstatutoryrights.

37

4.Findthelowest

commonmultipleof

72and48

4.LCMof72and48is144

7223×𝟑𝟐

48𝟐𝟒×3

𝐿𝐶𝑀24×32144

Therearetenrulesofindices,whichcanbecombinedtosimplify

complexfunctions.

Tosimplifyexpressionsexpandandthencollectliketerms.

5.Simplify𝒘𝒙𝟐√𝒚𝟒

𝟑

(𝒘𝒙𝒚)−(𝟏

𝟐)

5.𝑤

3

2𝑥

5

2𝑦

5

6

(𝑤𝑥2√𝑦4

3)(𝑤𝑥𝑦)

1

2

(𝑤𝑥2𝑦43)(𝑤1

2𝑥

1

2𝑦

−

1

2)

𝑤

3

2𝑥

5

2𝑦

5

6

Todocalculationsinstandardformwithoutacalculatorconvert

bothnumberstohaveacommonpowerof10,andthentheycan

becombinedasnormal.

Thecommonpowerof10mightnotbethe‘correct’standardformversion

ofthenumber,butthat’sokayaslongasitisthesameforallthenumbers

beingcombined.

Ifyoucan’tremembertherulesofindicesyoucanfindthemall

onpage257!

45

AuthorsNote:Allofthesetopicoverlapsignificantlywiththemoreadvancedmaths

includedinthespecificationinthesectionsonAlgebra&Functions,Sequencesand

Series,CoordinateGeometry,andGraphsofFunctions(startingonpages257,295,

314,and416).Asaresult,we’veincludedlimitednotesinthisknowledgecheck

section,andexpandedthesenotesconsiderablyintherespectivespecialisedsection.

Ifyoucan’tcompleteanyofthesequestions,checkthenotesandcomebackto

them!

SpecificationChecklist:Algebra

Understandwhatthelettersymbolsinalgebrarepresentandhow

tosubstituteintoaformula.

Simplifyingbycollectingliketerms,expandingbrackets,and

factorising

Usingindexlaws

Setupandsolvelinearequationsandsimultaneousequations

Simplifyandsolvequadraticexpressions

Understandandusedirectandindirectproportion

Simplifyandsolveinequalities

Deriveandusesequencesandsequencedefinitions

Equationsofstraightlines,andthesignificanceofgraphical

interpretationsandpointsofintersectionwhensolving

Recognisecommongraphs,andinterpretgraphsmodellingreal

situations