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GAUTENG DEPARTMENT OF EDUCATION
PREPARATORY EXAMINATION
2018
MARKING GUIDELINES
MATHEMATICAL LITERACY P1 (10601)
Codes Explanation
M Method
MA Method with Accuracy
CA Consistent Accuracy
A Accuracy
C Conversion
D Define
J Justification / Reason / Explain
S Simplification
Reading from a table OR a graph OR a diagram OR a map
RT / RD / RG
OR a plan
F Choosing the correct formula
SF Substitution in a formula
O Opinion
P Penalty, e.g. for no units, incorrect rounding-off, etc.
R Rounding-off
NP No penalty for rounding-off OR omitting units
KEY TO TOPIC SYMBOLS:
F = Finance; M = Measurement; MP = Maps; Plans and other representations;
DH = Data Handling; P = Probability
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Grade 12 NSC Maths Literacy P1 Preparatory 2018 Possible Answer hlayiso.com
Mathematical Literacy · Grade 12 · Gauteng Mock Exam · 2018. Memorandum, 13 pages. Read online or download the PDF.
- Subject
- Mathematical Literacy
- Grade
- Grade 12
- Document type
- Memorandum
- Year
- 2018
- Exam period
- Gauteng Mock Exam
- Paper
- 1
- Pages
- 13
- File size
- 498.8 KB
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10601 / 18
GAUTENG DEPARTMENT OF EDUCATION
PREPARATORY EXAMINATION – 2018
MATHEMATICAL LITERACY
(Paper 1)
MARKING GUIDELINES
QUESTION 1
Q ANSWER EXPLANATION LEVEL
1.1
1.1.1 VAT: value added taxA 2 A correct answer
F1
(2)
1.1.2 R80,00 A 1 A Answer
F1
(1)
1.1.3 R149,99 – R120,00MA 1 MA Subtraction
= R29,99A 1A Answer F1
(2)
1.1.4 MA 1 MA multiplying
(25 × R120, 00 = R3000) + 1 MA adding
(25 × R40,00 = R1 000,00) + MA 1 A correct answer
( 3 × R60,00 = R180,00) = R4 180 A (3)
F1
OR
25 × (R120,00 + R40) = R4 000
3 × R60 = R180
R4 000 + R180 = R4 180
1.1.5 A 1 MA multiply by 15%
1 A correct answer F1
MA
(2)
1.1.6 MA 1 MA multiply by 100
R40,00 × 100 = 4000 cents A 1 A correct answer
F1
Answer only: full marks
(2)
1.1.7 RT 1 RT reading from table
R120,00 : R60,00 1 A answer in simplest form
2: 1A F1
Answer only: full marks
(2)
2
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Q ANSWER EXPLANATION LEVEL
1.2
1.2.1 126 cm ÷ 100MA 1 MA dividing by 100 M1
1 A correct answer
A
Answer only: full
marks
(2)
1.2.2 MA
111,6 cm + 69,1 cm + 111,6 cm + 69,1 cm 1 MA adding correct values
1 A correct answer
= 361,4 cmA
Answer only: full marks M1
OR
(2)
(2 × 111,6 cm) + (2 × 69,1 cm)MA
= 361,4 cmA
1.3
1.3.1 DiscreetA 2 A for correct answer
DH1
(2)
1.3.2 New Zealand RT 2 RT reading from table
South Africa RT (2) DH1
1.3.3 MA 1 MA subtracting
1645 – 1 250 1 A correct answer
= 395 A
DH1
Answer only: full marks
(2)
1.3.4 Australia RT 2 RT reading from table
DH1
(2)
1.3.5 MA 1 MA adding all values
2303 + 1645 + 1250 + 1379 + 1487 1 A correct answer
= 8064A
DH1
Answer only: full marks
(2)
1.3.6 EnglandRT 2 RT reading from table
(2) DH1
[30]
3
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QUESTION 2
Q ANSWER EXPLANATION LEVEL
2.1
2.1.1 1¥ = = R0,124 A 2A correct answer
(2)
OR F1
12cA
2.1.2 R800,00 × 8,02 = ¥6 416,00A 2A correct answer
F1
(2)
MAMA 1MA adding
2.1.3 (R8 750,00 + R3 771 + (3 × R800,00) 1MA multiplying by 3
F1
= R14 921,00 A 1A answer
(3)
2.1.4 MA 1 MA multiply by 6%,
106% or 1,06
1 A R10 600
1 CA final answer
R10 000 + R600 = R10 600A (3)
R10 600 + R636 = R11 236CA
OR
F2
OR
R10 000 x 1,06 = R10 600
R10 600 x 1,06 = R11 236
OR
6
Year 1: R10 000 (1 + ) = R10 600
100
6
Year : R10 600 (1 + ) = R11 236
100
4
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Q ANSWER EXPLANATION LEVEL
2.2
2.2.1
Hire-purchase: a system by which one pays 2 J correct explanation
F1
for item(s) in regular instalments while having
the use of it. A (2)
2.2.2
R6 999,00 RT 2 RT correct answer F1
(2)
2.2.3 1 MA Method
SF
1A Answer
(2)
= 14, 287…
14, 29% or 14% A
OR
F2
= 14, 287…
14, 29% or 14%
MA
2.2.4 10 1 MA calculating 10% F1
× R8 999,00 = R899,90 A
100 1 A correct answer (2)
2.2.5 20,75% RT 2 RT correct answer
(2) F1
2.2.6 MA
A 1 MA Multiply by 20,75%
or 0,2075
1 A R1 680,56
R1 680,56 x 3 = R5 041,69A
1 A R5 041,69
1 M Addition
R8 099,10 + R5 041,69 M
1 CA Answer
= R13 140,79CA
OR
MA
A F2
1 MA Multiply by 20,75%
or 0,2075
R8 099,10 + R1 680,56 = R9 779,66A 1 A R1 680,56
R9 779,66 + R1 680,56 = R11 460,22A 1 A R9 779,66
R11 460,22 + R1 680,56 = R13 140,78CA 1 A R11 460,22
1 CA Answer
OR
5
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Q ANSWER EXPLANATION LEVEL
Simple interest = F 1 F correct formula
1 SF substitution
= SF 1 A correct interest amount
= R5 041,69A 1 M addition
1 CA final answer
Final Amount = R8 099,10 + R5 041,69M
= R13 140,79CA (5)
2.2.7 MA 1 MA subtraction
1 A final answer
36 – 6 = 30 monthsA F1
Answer only: full marks
(2)
2.3
2.3.1 TRANSACTION FEE
(in Rand)
Monthly account fee R51,00 A
ATM cash withdrawals :
Commercial Bank R11,40 A
ATM (5,70 x 2) 1 A for R51,00
Other bank R17,90 A 1 A for R11,40
(6,50 + 5,70 x 2) 1 A for R17,90
External debit order R8,80 A 1 A for R8,80
Internal debit order R3,30 A 1 A for R3,30 F2
External stop order R 17,60 A 1 A for R17,60
(2 x R 8,80) 1 A for R153,08
Online cheque deposit: R153,08 A 1 A for R29,40
(0,65 x R 23 5500 ÷100) 2 CA for final answer
Cash deposit: R29,40 A
(1,2% x R 2 425 ÷ 100) (10)
Total for bank fees: R292,48
CA
[37]
6
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QUESTION 3
Q ANSWER EXPLANATION LEVEL
3.1.1 Perimeter: the distance around a two- 2 J correct explanation
dimensional shape. A (2) M1
3.1.2 70 m + (22 m + 100 m + 22 m) + 70 m + 1M Addition
(22 m + 100 m + 22 m) M 1A answer of 428 m
M2
= 428 m A (2)
3.1.3 1 A correct values
1 M addition
A M
1 CA final answer
22 m + 100 m + 22 m
= 144 m CA
M2
OR
1 A correct values
1 M addition and times
100 m + (2 × 22 m)
1 CA final answer
= 144 m
(3)
3.1.4 Area of rugby field: 1 SF substitution of length
1 SF substitution of width
A = length × width 1 CA answer M2
= 144 m × 70 m SF 1 U correct unit
= 10 080 m2 CAU (4)
3.1.5 Lenght of sod of grass: 500 mm = 0,5 m 1 C conversion
Width of sod of grass: 700 mm = 0,7 mC 1 SF substitution
1 CA answer
Area of one sod of grass
= length × width
= 0,5 × 0,7 m SF
= 0,35 m2 CA OR
OR M2
1 SF substitution
Area of 1 sod of grass 1 C conversion
= length × width 1 CA answer
= 500 mm × 700 mmSF (3)
= 350 000 mm2
= C
= 0,35 m2 CA
7
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Q ANSWER EXPLANATION LEVEL
3.1.6 Number of sods of grass needed to cover the 1 M division /
rugby field: multiplication
1 CA answer
= (2)
= M
= 28 800 sods of grassCA
OR
and
Width :
Length : M2
Total: 206 × 140 = 28 840 sods of grass
OR
and
Width : 00
Length :
Total: 100x 288 = 28 800 sods of grass
3.2
3.2.1 Radius of water tank = MA 1 MA division by 2
1 A correct answer
M1
= 100 cm A
Answer only: full marks
(2)
8
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Q ANSWER EXPLANATION LEVEL
3.2.2 1C Conversion of height
2
Volume = π × r × h 1 SF substitution
= 3,142 × (100 cm)2 × 350 cm 1 CA answer
SFC 1 Mdivide / multiply by 1
= 10 997 000 cm3 CA 000
1 CA answer
Note that: 1 000 cm3 = 1 litre 1 U litres as unit
M (6)
= 10 997 litresAU
OR
M3
C
Volume = π × r2 × h
= 3,142 × (1 m)2 × 3,5m SF
= 10,997 m3 CA
Note that: 1 m3 = 1 000 litres
10,997 m3 x 1 000M
= 10 997 litresAU
3.2.3 Radius: 100 cm = 1 m C 1C conversion
Height: 3,5 m 1 SF radius
1 SF height
Surface area = 2 πr (r + h) 1 CA final answer
SF SF M2
= 2 × 3,142 × 1 m (1 m + 3,5 m) NP No penalty for
= 28,278 rounding
28,28 m2 CA
(4)
[28]
9
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QUESTION 4
Q ANSWER EXPLANATION LEVEL
4.1
4.1.1 N1RT 2 RT reading from map
MP1
(2)
4.1.2 BloemfonteinRT 2 RT reading from map
MP1
(2)
4.1.3 3 national roads RT 2 RT reading from map
MP1
(2)
4.1.4 Bar scaleRT 2 RT reading from map
MP1
(2)
4.1.5 N2 RT 2 RT reading from map
MP1
(2)
4.1.6 Every 1 unit on the map represents 10 000 000 2 A correct answer
units in reality. A (2) MP1
4.1.7 1 : 10 000 000 1 MA multiply by scale
13 cm : 130 000 000 cm MA 1 C conversion to km
1 A correct answer
C MP2
= 1 300 km A (3)
4.1.8 Speed = 1 SF substitution
1 A answer
1 R correct rounding
= SF
= 117, 916 A
= 118 km / h R (3)
MP2
10
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Q ANSWER EXPLANATION LEVEL
4.1.9 1 M multiply by
M MM consumption rate
1 415 km × × R14,70 1 M divide by 100
1 M times by fuel price /
F3
litre
= R1 622,44CA
1 CA answer
(4)
4.2.1 A 1 A correct fraction
S 1 S simplification P1
(2)
4.2.2 0,65 x 100
= 65 %A 2 A correct answer
(2)
OR
P1
0,652 x 100
= 65,2 % A
4.2.3 No A 1 A correct answer
There is still a 35% chance that it might not 1 J correct explanation
P1
rain; it is not 100% certain. A (2)
[28]
11
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QUESTION 5
Q ANSWER EXPLANATION LEVEL
5.1
5.1.1 53; 62; 63; 63; 65; 65; 66; 68; 69; 72; 72; 74; 2 MA arranging
80; 81MA Penalise with 1 mark if the
values of the two teams are DH1
correct but separately done.
(2)
5.1.2 Player 5 of team BRT 1 RT correct player
1,96 mRT 1 RT correct height DH1
(2)
5.1.3 63 kgRT 2 RT reading off correct
answer DH1
(2)
5.1.4 15 yearsRT 2 RT reading from table
(2) DH1
5.1.5 24,9RT 2 RT reading from table
DH1
(2)
5.1.6 1 MA addition
Mean height = 1 MA division by 7
1 A final answer
MA (3)
DH2
= MA
= 1,66 mA
5.1.7 BMI = 1SF correct substitution
1 A correct answer
= SF P Penalty for not
DH2
writing unit (kg / m2 )
= 29,39 kg / m2 A(P) (2)
5.1.8 Continuous data – because of the decimal 2 J correct explanation
numbers A (2) DH1
5.2
Height (in m) Tally Frequency
1,5 – 1,62 1111 5
1,63 – 1,75 1111 4
1,76 – 1,85 11 2
1,86 and taller 111 3
DH2
14
1 Mark for each correct row
(tally and frequency) x 4
1 Mark for total of 14
(5)
12
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Q ANSWER EXPLANATION LEVEL
5.3
Masses of Players (in kg)
14 63
13 74
12 80
11 81
10 53
9 69
Players
8 63
7 65
6 66
5 68
4 72
3
DH2
65
2 72
1 62
0 10 20 30 40 50 60 70 80 90 100
Masses of players (in kg)
2 marks for correct bars for players 1 – 6
2 marks for correct bars for players 7 – 14
1 mark for correct bars with spaces.
P : Penalise 1 mark if there are no spaces
No marks if line graph is drawn
(5)
(27)
TOTAL: 150
13
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