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7/27/2019 Trial Penang SPM 2013 MATHEMATICS K1 K2 SKEMA [SCAN]
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MAJLIS PENGETUA SEKOLAH MATAYSIA(CAWANGAN PULAU PINANG)
MODUL LATIHAN BERFOKUS SPM 2013MATHEMATICSKERTAS 1
AnswercSkema Jawapan
QuestionNumber
Answer QuestionNumber
Answer QuestionNumber
Answer QuestionNumber
Answer
I B u D 2t D 3l C
7/27/2019 Trial Penang SPM 2013 MATHEMATICS K1 K2 SKEMA [SCAN]
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SULIT
144e/z(PP)
Peraturan
Pemarkahan
MatematikKertas 2
September2013
MAJLIS PENGETUA SEKOLAII MALAYSIA(cAwAI\tGAlt PULAU PINAI\IG)
MODT'L LATIHAN BERTOKUS SPM 2OI3
MATEMATIK
Kertas 2
7/27/2019 Trial Penang SPM 2013 MATHEMATICS K1 K2 SKEMA [SCAN]
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Solution and Mark Scheme
A
A
AA
>(w-o
t
Line y: x drawnRegion shaded correctlyNote: Award lmark for the shade region withoutdashed line.
2x2 -7x -15:e(2x +3Xx -S):0
3
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SULIT 1449/2
Question Solution and Mark Scheme Marks
(c ) If (-3)' is a positive number, then n is an even
number. ll Jika (-3f iahh nombor positi{ maka
n ialah nombor genap.
(d):-* (-;)
KI
KI
N1
5
(a) Y--5-l' or s:1 r2)+corequivalentx-Z 2 2 \' "- I
Iy =zx+4 or equivalent-2
o)
(c)
k:4
KI
NI
PI
7/27/2019 Trial Penang SPM 2013 MATHEMATICS K1 K2 SKEMA [SCAN]
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SULIT tu9t2
Solution and Mark Scheme
(b)
t; _i[) =[;)[,)- 1 (-3
[.rJ- n-3H-2x8)[-g
x=-l!=-6
Note 1.
/x\ /-r\l.r]
=t- tJas a finar answer, award Nl
Z.Do not accept answer not using matrixmethod
P1
KI
N1
NI
a) ffx z"+xt4
ft x 2 "+x 14 +t4+14
s0
KI
KI
7/27/2019 Trial Penang SPM 2013 MATHEMATICS K1 K2 SKEMA [SCAN]
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SULIT 1449/2
Question Solution and Mark Scheme Marks
l1 (a)13
(b) ( 18- l0) (13)or ( 8 ) ( 13 )
104 m
1
i(r+l3Xl0) +(5X13)
(c)
-=l4or
any equivalent
v- 16
Note, 1(r+13)(rO) ," 5 (13) award KI2'
PI
KI
NI
K2
N1 6
12 (a) y:12
'i
!='13
(b) Refer graph.
Axis correctly drawn wittt correct direction
and trniform scale in the range 4 3 x< 4 and
-48 s y s64
P1
PI
PI
7/27/2019 Trial Penang SPM 2013 MATHEMATICS K1 K2 SKEMA [SCAN]
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SULIT 1449t2
on Solution and Mark Scheme Marks
Graph for question no 12 lGraf untuk Soalan 12
7/27/2019 Trial Penang SPM 2013 MATHEMATICS K1 K2 SKEMA [SCAN]
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itL!
r3)
C=
i
=ts.'..
i--
-ginwOJ
SULIT 1449t2
Question Solution and Mark Scheme Marks
I3 (a) (i) (3, 0)
(a) (ii) (3,4)Note:(l, 7) award Pl
(b) (i) E : Rotation of 90" anticlockwise at point
(4,4).Note:
L Rotation only. Award Pl2. Rotation at point (4, 4) or
Rotation of 90o anticlockwise. Award P2
O) (il) F : Enlargement of scale factor 2 about point
N or (5, 5).
Note:
1. Enlargement only. Award Pl2. Enlargement of scale factor 2 or
Enlargement about point N or (5, 5). Award P2
56
PI
P2
P3
P3
K2
7/27/2019 Trial Penang SPM 2013 MATHEMATICS K1 K2 SKEMA [SCAN]
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Solution and Mark Scheme
Upper boundary
Sempadan atas
Cumulative
frequency
Kekerapon
Longgokanr 0.5 015.5
524.5 13
25.5 2730.5 5l35.s 72
40.5 8l45,5 84
t
Upper Boundary
Cumulative frequency
Ogwe (Refe, graph on page )
Axes drawn in the correct dirpction , uniform scalefor to.ss.r<45.s and o3y<84.
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SULIT 1449t2
onSolution and Mark Scheme Marks
Graph for Question t4/ Graf untuk soalan 14
7/27/2019 Trial Penang SPM 2013 MATHEMATICS K1 K2 SKEMA [SCAN]
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Question Solution and Mark Scheme Marks
l5 (a)
Correct shape wittr hexagon ADLII{E.AII solid lines.
AD>IL>IH>LD>AE=EH
Measurements comect to * 0.2 cm (one way) and all
KI
KI
10
SULIT 144912
7/27/2019 Trial Penang SPM 2013 MATHEMATICS K1 K2 SKEMA [SCAN]
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1.1
SULIT M49n
Question Solution and Mark Scheme Marks
l5 (bxi)
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72
SULIT 1449t2
Question Solution and Mark Scheme Marks
I5 (bxri)
Correct shape wittr rectangles fIKL, LKCD and tiangleCMN.All solid lines.(Igrtore HG)
KI
7/27/2019 Trial Penang SPM 2013 MATHEMATICS K1 K2 SKEMA [SCAN]
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13
SULIT
free'f,
piipsrs. free skena at : vlwu;.myschooichiiCren coi'rt
1449t2
Question Solution and Mark Scheme Marks
t6 (a) (651\ , l4ooE)
(b) (6505, l4ooE)
(c ) (i) Distance VE = 375 x25: 937 .5 n.m.
(ii) g x 50 x cos 650 : 937 .5
Note : cos 650 used correctly, award Kl0:37oLongitude of E : 30 W
(d)Shortest distance EN : (90 - 65) x 60: 1500 n.m. r
PI PI
PI PI
KIN1
K2
NINI
K1
N1 t2
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MODUL BERFOKUS 1VIATEMATIK SPM 2013
EXAMINATION SPECIFICATION TABLE (EST)
SPM MATHEMATICS . PAPER 2
Content Evaluation
Lines and Planes in 3-Dimensions
Graph ofFunctions II
Gradient and Area under a
Plans'iurd Elevatiohs
Total
Question
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