Maths Sample Paper Breakdown

8/18/2019 Maths Sample Paper Breakdown

1/13

Paper Question

Paper1 Q1. 3n2b

Paper1 Q2. 4c7

Paper1 Q3. 4f8

Paper1 Q4. 3c7

Paper1 Q5. 4c2

Paper1 Q6. 4c6a

Paper1 Q7. 3c1

Paper1 Q8. 4f8

Paper1 Q9. 4C6b

Paper1 Q10. 3F4

Paper1 Q11.5C6a

Paper1 Q12.6F9a

Paper1 Q13.5C5d

Paper1 Q14.5C2

Paper1 Q15.5C6b

Paper1 Q16.5C6a

Paper1 Q17. 6R2

Paper1 Q18. 6F9b

Paper1 Q19. 3F4

Paper1 Q20. 5C2

Paper1 Q21. 5C7b

Paper1 Q22. 4C2

Paper1 Q23. 6C7a

Paper1 Q24. 5F10

Paper1 Q25. 6C7bPaper1 Q26. 6F5a

Paper1 Q27. 6R2

Paper1 Q28. 5C2

Paper1 Q29. 6C7a

Paper1 Q30. 5F5

Paper1 Q31. 6C9

Paper1 Q32. 6F5b

Paper1 Q33. 6F4

Paper1 Q34. 6C7b

Paper1 Q35. 6F4Paper1 Q36. 6F5b


2/13

o!ain"#trand

$u!ber% p&ace 'a&ue

(ddition% subtraction% !u&tip&ication anddi'isio )ca&cu&ations*

Fractions% deci!a&sand percenta+es

(ddition% subtraction% !u&tip&ication and di'ision )ca&cu&ations*




Fractions% deci!a&s and percenta+es









Ratio and proportion








(ddition% subtraction% !u&tip&ication and di'ision )ca&cu&ations*Fractions% deci!a&s and percenta+es









Fractions% deci!a&s and percenta+esFractions% deci!a&s and percenta+es


3/13

#ubdo!ain

read% ,rite% order and co!pare nu!bers

!u&tip&- " di'ide usin+ ,ritten !etods

co!pare and order deci!a&s


add " subtract usin+ ,ritten !etods

!u&tip&- " di'ide !enta&&-

add " subtract !enta&&-

a co!pare and order deci!a&s add " subtract fractio


add " subtract fractions


!u&tip&- " di'ide deci!a&s

properties of nu!ber )!u&tip&es% factors% pri!es% s/u




use of percenta+es for co!parison







so&'e prob&e!s ,it fractions and deci!a&s

!u&tip&- " di'ide usin+ ,ritten !etods!u&tip&- " di'ide fractions

use of percenta+es for co!parison



!u&tip&- " di'ide fractions

order of operations

!u&tip&- " di'ide fractions



add " subtract fractions!u&tip&- " di'ide fractions


4/13

Content ear +roup Ri+t )n*

nd 10 or 100 !ore or &ess tan a +i'en 3

!u&tip&- t,odi+it and treedi+it nu!ber 4

co!pare nu!bers ,it te sa!e nu!ber 4

,rite and ca&cu&ate !ate!atica& state! 3

add and subtract nu!bers ,it up to 4 di 4

reca&& !u&tip&ication and di'ision facts fo 4

add and subtract nu!bers !enta&&-% inc& 3

co!pare nu!bers ,it te sa!e nu!ber 4

use p&ace 'a&ue% no,n and deri'ed fact 4

add and subtract fractions ,it te sa!e 3

!u&tip&- and di'ide nu!bers !enta&&- dr 5

identif- te 'a&ue of eac di+it to tree 6

reco+nise and use s/uare nu!bers and c 5

add and subtract ,o&e nu!bers ,it ! 5

!u&tip&- and di'ide ,o&e nu!bers and t 5

!u&tip&- and di'ide nu!bers !enta&&- dr 5

so&'e prob&e!s in'o&'in+ te ca&cu&ation 6

!u&tip&- onedi+it nu!bers ,it up to t, 6

add and subtract fractions ,it te sa!e 3


di'ide nu!bers up to 4 di+its b- a onedi 5


!u&tip&- !u&tidi+it nu!bers up to 4 di+i 6

so&'e prob&e!s in'o&'in+ nu!bers up to t 5

di'ide nu!bers up to 4 di+its b- a t,o di 6!u&tip&- si!p&e pairs of proper fractions% 6

so&'e prob&e!s in'o&'in+ te ca&cu&ation 6


!u&tip&- !u&tidi+it nu!bers up to 4 di+i 6

!u&tip&- proper fractions and !ied nu! 5

use teir no,&ed+e of te order of oper 6

di'ide proper fractions b- ,o&e nu!ber 6

add and subtract fractions ,it dierent 6

di'ide nu!bers up to 4 di+its b- a t,o di 6

add and subtract fractions ,it dierent 6di'ide proper fractions b- ,o&e nu!ber 6


5/13

Ri+t )* ron+ )n* ron+)*


6/13

Paper 2 Question

paper 2 Q1.3$2b

paper 2 Q2.3C8

paper 2 Q3.4#1

paper 2 Q4.4F2

paper 2 Q5.44c

paper 2 Q6.54

paper 2 Q7.5C5a

paper 2 Q8.6(2

paper 2 Q9(.32a

paper 2 Q9.5:4

paper 2 Q10.5C7a

paper 2 Q11.5$3b

paper 2 Q12.5F10

paper 2 Q13.3:2

paper 2 Q14.5$4

paper 2 Q15.6:4

paper 2 Q16.6C8

paper 2 Q17.6#3

paper 2 Q18.6#1

paper 2 Q19.6F10

Paper 2 Q20.6R4

Paper 3 Q1. 5#1

Paper 3 Q2. 5$5

Paper 3 Q3a. 5$3a

Paper 3 Q3b. 5F6b

Paper 3 Q4. 4#1

Paper 3 Q5. 39

Paper 3 Q6. 5C6b

Paper 3 Q7. 5$2

Paper 3 Q8. 6P2

Paper 3 Q9. 59c

Paper 3 Q10. 4F10b

Paper 3 Q11. 4C2

Paper 3 Q12. 5F10

Paper 3 Q13. 5F3

Paper 3 Q14. 6F9

Paper 3 Q15. 6:3a

Paper 3 Q16. 6C8

Paper 3 Q17. 5F12

Paper 3 Q18. 6R1

Paper 3 Q19. 6C7a

Paper 3 Q20. 6P3


7/13

o!ain"#trand

$u!ber and p&ace 'a&ue


#tatistics


easure!ent

easure!ent


(&+ebra

easure!ent

:eo!etr- ; properties of sapes








#tatistics

#tatistics



#tatistics




#tatistics

easure!ents



:eo!etr- ; position and direction

easure!ent











:eo!etr- ; position and direction


8/13

#ubdo!ian


so&'e prob&e!s )co!!utati'e% associati'e% distributi'e a

interpret and represent data

e/ui'a&ent fractions

te&&in+ ti!e% orderin+ ti!e% duration and units of ti!e

te&&in+ ti!e% orderin+ ti!e% duration and units of ti!e

properties of nu!ber )!u&tip&es% factors% pri!es% s/uare

si!p&e for!u&ae epressed in ,ords

esti!ate% !easure and read sca&es

an+&es ; !easurin+ and properties


p&ace 'a&ue< ro!an nu!era&s


describe properties and c&assif- sapes

identif-% represent and esti!ate< roundin+

an+&es ; !easurin+ and properties


!ean a'era+e



une/ua& sarin+ and +roupin+


ne+ati'e nu!bers

p&ace 'a&ue< ro!an nu!era&s

fractions " deci!a&s e/ui'a&ence


so&'e prob&e!s )a% !one-< b% &en+t< c% !ass " ,ei+t< d



describe position% direction and !o'e!ent

so&'e prob&e!s )a% !one-< b% &en+t< c% !ass " ,ei+t< d




co!parin+ and orderin+ fractions


dra, and !ae sapes and re&ate 2; to 3; sapes )in


so&'e prob&e!s ,it percenta+es

re&ati'e si=es% si!i&arit-


coordinates


9/13

Content ear +roupRi+t )n* Ri+t ron+ )n*

nd 10 or 100 !ore or &ess tan a +i'en 3

so&'e prob&e!s% inc&udin+ !issin+ nu!ber 3

interpret and present discrete and continu 4

reco+nise and so,% usin+ dia+ra!s% fa!i 4

so&'e prob&e!s in'o&'in+ con'ertin+ fro! 4

so&'e prob&e!s in'o&'in+ con'ertin+ bet, 5

identif- !u&tip&es and factors% inc&udin+ 5

use si!p&e for!u&ae 6

!easure &en+ts )!" c!"!!* 3

no, an+&es are !easured in de+rees> es 5

!u&tip&- nu!bers up to 4 di+its b- a one 5

read Ro!an nu!era&s to 1000 )* and rec 5


identif- ori=onta&% 'ertica& &ines and pairs 3

round an- nu!ber up to 1000000 to te n 5

nd unno,n an+&es in an- trian+&es% /ua 5

so&'e prob&e!s in'o&'in+ addition% subtrac 6

ca&cu&ate and interpret te !ean as an a' 6

interpret and construct pie carts and &in 6

so&'e prob&e!s ,ic re/uire ans,ers to 6

so&'e prob&e!s in'o&'in+ une/ua& sarin+ 6

co!p&ete% read and interpret infor!ation i 5

interpret ne+ati'e nu!bers in contet% co 5

deter!ine te 'a&ue of eac di+it in nu!b 5

reco+nise and use tousandts and re&ate 5

interpret and present discrete and continu 4

add and subtract a!ounts of !one- to +i 3

!u&tip&- and di'ide ,o&e nu!bers and t 5

read% ,rite% order and co!pare nu!bers t 5

dra, and trans&ate si!p&e sapes on te c 6

use a&& four operations to so&'e prob&e!s i 5

so&'e si!p&e !easure and !one- prob&e 4



co!pare and order fractions ,ose deno 5

identif- te 'a&ue of eac di+it to tree 6

dra, 2; sapes usin+ +i'en di!ensions 6

so&'e prob&e!s in'o&'in+ addition% subtrac 6

#o&'e prob&e!s ,ic re/uire no,in+ pe 5

so&'e prob&e!s in'o&'in+ te re&ati'e si=es 6

!u&tip&- !u&tidi+it nu!bers up to 4 di+it 6

describe positions on te fu&& coordinate 6


10/13

ron+


11/13

Paper 3 /uestion o!anin"strand #ubstrand

Paper 3 Q1. 5#1 #tatistics interpret and represent data

Paper 3 Q2. 5$5 $u!ber and p&ace 'ne+ati'e nu!bers

Paper 3 Q3a. 5$3a$u!ber and p&ace 'p&ace 'a&ue< ro!an nu!era&s

Paper 3 Q3b. 5F6b Fractions% deci!a&s fractions " deci!a&s e/ui'a&ence

Paper 3 Q4. 4#1 #tatistics interpret and represent data

Paper 3 Q5. 39 easure!ents so&'e prob&e!s )a% !one-< b% &en+t<

Paper 3 Q6. 5C6b (ddition% subtractio !u&tip&- " di'ide !enta&&-

Paper 3 Q7. 5$2 $u!ber and p&ace 'read% ,rite% order and co!pare nu!

Paper 3 Q8. 6P2 :eo!etr- ; position describe position% direction and !o'

Paper 3 Q9. 59c easure!ent so&'e prob&e!s )a% !one-< b% &en+t<

Paper 3 Q10. 4F10 Fractions% deci!a&s so&'e prob&e!s ,it fractions and de

Paper 3 Q11. 4C2 (ddition% subtractio add " subtract usin+ ,ritten !etods

Paper 3 Q12. 5F10 Fractions% deci!a&s so&'e prob&e!s ,it fractions and de

Paper 3 Q13. 5F3 Fractions% deci!a&s co!parin+ and orderin+ fractions

Paper 3 Q14. 6F9 Fractions% deci!a&s !u&tip&- " di'ide deci!a&s

Paper 3 Q15. 6:3a:eo!etr- ; propertidra, and !ae sapes and re&ate 2;

Paper 3 Q16. 6C8 (ddition% subtractio so&'e prob&e!s )co!!utati'e% associ

Paper 3 Q17. 5F12 Fractions% deci!a&s so&'e prob&e!s ,it percenta+es

Paper 3 Q18. 6R1 Ratio and proportio re&ati'e si=es% si!i&arit-

Paper 3 Q19. 6C7a(ddition% subtractio !u&tip&- " di'ide usin+ ,ritten !eto

Paper 3 Q20. 6P3 :eo!etr- ; position coordinates


12/13

Content

co!p&ete% read and interpret infor!ation in tab&es% inc&udin+ ti!etab&es

interpret ne+ati'e nu!bers in contet% count for,ards and bac,ards ,it positi'e and

deter!ine te 'a&ue of eac di+it in nu!bers up to 1000000

reco+nise and use tousandts and re&ate te! to tents% undredts and deci!a& e/u

interpret and present discrete and continuous data usin+ appropriate +rapica& !etod

add and subtract a!ounts of !one- to +i'e can+e% usin+ bot pounds )?* and pence )

!u&tip&- and di'ide ,o&e nu!bers and tose in'o&'in+ deci!a&s b- 10% 100 and 1000

read% ,rite% order and co!pare nu!bers to at &east 1000000

dra, and trans&ate si!p&e sapes on te coordinate p&ane% and re@ect te! in te ae

use a&& four operations to so&'e prob&e!s in'o&'in+ !easure Ae.+. !assB usin+ deci!a&

so&'e si!p&e !easure and !one- prob&e!s in'o&'in+ fractions and deci!a&s to t,o dec

add and subtract nu!bers ,it up to 4 di+its usin+ te for!a& ,ritten !etods of co&u

so&'e prob&e!s in'o&'in+ nu!bers up to tree deci!a& p&aces

co!pare and order fractions ,ose deno!inators are a&& !u&tip&es of te sa!e nu!ber

identif- te 'a&ue of eac di+it to tree deci!a& p&aces and !u&tip&- and di'ide nu!be

dra, 2; sapes usin+ +i'en di!ensions and an+&es

so&'e prob&e!s in'o&'in+ addition% subtraction% !u&tip&ication and di'ision

#o&'e prob&e!s ,ic re/uire no,in+ percenta+e and deci!a& e/ui'a&ents of 1 2% 1 4%

so&'e prob&e!s in'o&'in+ te re&ati'e si=es of t,o /uantities% ,ere !issin+ 'a&ues can

!u&tip&- !u&tidi+it nu!bers up to 4 di+its b- a t,odi+it ,o&e nu!ber usin+ te for!

describe positions on te fu&& coordinate +rid )a&& four /uadrants*


13/13

ear Ri+t )n* Ri+t ron+ )n* ron+

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Maths Sample Paper Breakdown

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