2012 Edexcel Foundation a Paper 2 Mark Scheme

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2012 Edexcel Foundation a Paper 2 Mark Scheme

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  • 5/24/2018 2012 Edexcel Foundation a Paper 2 Mark Scheme

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    For Edexcel

    GCSE Mathematics

    Foundation Tier

    Paper 2A (Calculator)

    Marking Guide

    Method marks (M) are awarded for knowing and using a correct method

    Accurac! marks (A) are awarded for correct answers" ha#ing used a correct

    method

    ($) marks are independent of method marks

    (C) marks are for communication

    %ritten &! 'haun Armstrong

    nl! to &e copied for use in the purchasers school or college

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    Foundation Tier Paper 2A Marking Guide

    1 (a) (i)3

    10B1

    (ii)1

    6[ or

    3

    18] B1

    (b) e.g.

    [ any 27 squares ] M1 A1

    Total

    2 (a) B1

    (b) 12 B1 Total 2

    3 (a) ! B1

    (b) " B1

    (#) $entagon B1 Total 3

    4 (a) 8 B1

    (b) 3 B1

    (#) total no. o% &o'en 3 * 16 8 36 M1

    %ra#tion *

    36[

    1

    ] A1 Total

    5 (a) (+2, ) B1

    (b) B1

    (#) see abo-e B1 Total 3

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    1

    2

    3

    y

    1 2 3 6 7 8 x+6 + +3+ +2 +1

    +

    +

    +2

    +3

    +1

    O

    B

    A

    D

    C

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    6 2*.

    3. 8. M1 A1 Total 2

    7 (a) / 10 3 M1 3 A1

    (b) 13 / nu'ber 310 / nu'ber M1nu'ber o% boolets 10 3 A1 Total

    8 (a) 3 B1

    (b)

    B2

    Total 3

    9 (a) no

    e.g. be#ause only

    1

    2 o% ulian4s #ounters are re5 but

    'ore tan1

    2o% Mia4s are re5 B2

    (b) e.g. te #an#e o% ulian $i#ing an orange #ounter

    is

    1an5

    1o% * isn4t a &ole nu'ber B2 Total

    10 (a) 1.80 0.80 1.10 3.70 M110 + 3.70 6.30 A1

    (b) &it tea 2.20 1.60 1.10 .*0&it %iy 5rin 3.80#ea$er by .*0 + 3.80 1.10 M1 A1 Total

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    *11 e.g. 1 #' re$resents 2 '

    angle o% 38 5ra&n B15istan#e on 5iagra' 9 . #' M1real 5istan#e 11 ' M1eigt abo-e groun5 11 1. 12. ' A1 :1 Total

    [ use of scale drawing with scale stated and right angle leading to consistent final answer ]

    12 (a) e.g. 1; o% 20000000 200000 M10.; o% 20000000 100000 A1

    (b) one $ #oin &eigs 26 8 3.2 g M1tree $ #oins &eig 3 / 3.2 *.7 g A1 Total

    13 'inutes 3

    our B1

    3

    / 70 2. ' M1 A1 Total 3

    14 (a) w B1

    (b) 8x+ 6x 3 2x 3 M1 A1

    (#) 2(3p ) B1

    (5) 8m 20 M1m 20 8 2. A1 Total 6

    15 (a) total 'ust be / 20 M1e.g. 1 2 3 6 8 A1

    (b) 1 2 3 6 6 B1

    (#) e.g. 1 2 6 7 8 M1 A1 Total

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    16 (a) x< 20 M1x< A1

    (b) B1

    + +3 +2 +1 0 1 2 3 6 7

    Total 3

    *17 1stto 1tA$ril 1 5ays16tA$ril to 11tMay 1 11 26 5ays M112tMay to 18tune 20 18 38 5ays1 / 0.0 26 / 0.80 38 / 1.20 M1

    7.0 20.80 .60 73.*0 A1=ran as not rea#e5 er target :1 Total

    [ use of days in months, valid method leading to consistent conclusion, allow arithmetic slip ]

    18 (a) 1 $erson, 7 nigts B11 $erson, 1 nigts 1.2 / M12 $eo$le, 1 nigts 2 / 1110 A1

    * (b) %ull boar5 2 / 1.2 / 30 132 B1B > B lun# an5 5inner

    1110 1 / 2 / 32 M1[ can use 1, 1! or 1" as travel days may #e included ]

    1110 8*6 2006re5u#tion 2006 + 132 6811

    3 o% 2006 66* M1"rina is #orre#t (tey sa-e ?ust o-er one tir5) :1 Total 7

    [clear evidence of wor$ing out cost #oth ways and comparing reduction to one third]

    19 (a) 9 2 / 2.2 . $oun5s B1

    (b) 3 in#es 9 3 / 2. #' 7. #' M182 '' 8.2 #'82 'illi'etres is te largest A1

    (#) 1 gallon 9 . litres80$ $er litre 9 . / 80$ $er gallon 3.60 $er gallon M12 / 1.* 3.*0 M1@arry is &rong, te $ri#e 5i5 not 'ore tan 5ouble A1 Total 6

    20 (a) (2 20) + 30 + 30 1 M1 A1

    (b) C 30t B1

    (#) a$$ro. t 2. B1

    (5) i% tey tin te ?ob &ill tae less tan 2. rs, Ba5ri &illbe #ea$er, i% 'ore tan 2. rs, Martin &ill be #ea$er B1 Total

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    Mean Mai'u' Te'$erature ( :)

    0 2 6 8 10

    :ost o%

    as

    Cse5

    ()

    20

    30

    2

    3

    0

    21 ra5ius 0 #'-olu'e D / 02/120 603186 #'3 M1 A11 #'3 1 'l so 1000 #'3 1 litre B1nee5s 603.2 litres to %ill barrelti'e 603.2 se#on5s 10 'inutes 3.2 se#on5s M1so 10 'inutes to nearest 'inute A1 Total

    22 (a) (i) 1

    2/ 10 / 1 70 #'2 M1 A1

    (ii) d2 102 12 M1d2 100 1*6 2*6

    d 2*6 17.2 #' (3s%) M1 A1

    (b) (i) 'ore tan 100 ti'es B1

    (ii) ea#tly 100 ti'es B1 Total 7

    23 (a) negati-e B1

    (b) e.g. B1

    (#) e.g. 0. : is outsi5e range o% 5atarelationsi$ 'ay not be -ali5 B1

    * (5) 3 / 3 / 6 / 10 6 / 7 7 / 8 / 1 M1 * 2 0 2 28 8 161'ean 'a te'$ 161 31 .2 : (15$) M1using line o% best %it9 30 (%ro' gra$) A1 :1 Total 7

    [clear evidence of using data to find mean and line of #est fit to estimate cost of gas]

    TOTA FO! PAP"!# 100 MA!$%

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