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NATIONAL
SENIOR CERTIFICATE
GRADE 12
JUNE 2018
MATHEMATICAL LITERACY P1
MARKING GUIDELINE
MARKS: 100
SYMBOL EXPLANATION
A Accuracy
CA Consistent accuracy
C Conversion
J Justification (Reason/Opinion)
M Method
MA Method with accuracy
P Penalty for no units, incorrect rounding off, etc.
R Rounding off
RT/RG/RP Reading from a table/Reading from a graph/Reading from a plan/Reading from a
RM/RD map/Reading from a diagram
S Simplification
SF Correct substitution in a formula
O Own opinion
NPR No penalty for rounding
This marking guideline consists of 8 pages.
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Maths Lit P1 Gr12 Memo June 2018 English hlayiso.com
Mathematical Literacy · Grade 12 · EC June · 2018 · English. Memorandum, 8 pages. Read online or download the PDF.
- Subject
- Mathematical Literacy
- Grade
- Grade 12
- Language
- English
- Document type
- Memorandum
- Year
- 2018
- Exam period
- EC June
- Paper
- 1
- Pages
- 8
- File size
- 603.0 KB
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2 MATHEMATICAL LITERACY P1 (EC/JUNE 2018)
QUESTION 1 [20 marks] Explanation Marks
1.1.1 Cost for deposit = 1,50 + 0,25 × 2 000 = 1,5 + 5 MA 1 MA (0,25% L1
100
of 2 000)
1CA
= R6,50 CA
(2)
1.1.2 Minimum = R2,00 2 RT L1 (2)
1.2.1 A= 231,70 – (23,45 + 90 + 23 + 45) MA 1 MA L1
= 50,25 CA Subtracting
values from
231,70
1 CA Value
of A (2)
1.2.2 Cost of total data used = 231,7 × 149 MA 1 MA Total L1
1 000
data as a
= R34,52 CA
fraction of
OR
149 1GB × 149
Cost of total data used = × 231,7 MA 1 CA Cost
1 000
= R34,52 CA NPR (2)
1.3.1 Seat 20B RT 2 RT Seat L1
number (2)
1.3.2 Time for the flight = 13:30 – 12:05 MA 1 MA L1
= 1hr 25 min A Subtracting
the times
1A
1 : 25 is
incorrect (2)
1.4.1 Bar scale / Graphic scaleA 2 A for any L1
Linear scale A two scales
Word scale A given
Fractional or ratio scale A (2)
1.4.2 For every one unit on a drawing or on a map there are 2A L1
400 000 units in reality A Explanation (2)
1.5.1 Others 1 MA L1
= 2 100 000 - (503 096 + 439 719 + 221 121 + 219 007) MA Subtracting
= 717 057 CA the total from
2,1 million
1 CA (2)
1.5.2 Health % of the total= 221 121 × 100 MA 1 MA L1
2 100 000
Fraction of
= 10,53% CA
correct values
× 100%
1 CA
NPR (2)
[20]
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(EC/JUNE 2018) MATHEMATICAL LITERACY P1 3
QUESTION 2 [27 marks] Explanation Marks
2.1 369,50 − 343 1 SF L2
Inflation Rate = × 100 SF
343
26,50 1S
= 343 × 100 S
1 CA
= 7,73% CA NPR (3)
2.2.1 25 750 1 A Correct L2
Original Salary = 1,085 MA
value 25 750
1 M divided by
= R23 732,72 CA 1,085
1 CA (3)
2.2.2 Annual Salary = 25 750 ×12 MA 1 MA L1
= R309 000 A Multiplication
of correct
values
1 CA (2)
2.3.1 2 500 1 MA Division L1
D= MA = 50 tickets A
50
of correct
values
1 CA (2)
2.3.2 Cost of renting = R3 600 Reading from L1
given
information
2A (2)
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4 MATHEMATICAL LITERACY P1 (EC/JUNE 2018)
2.3.3 1 A 1st point L2
1 A Line drawn (2)
2.3.4 From graph = Expense line above income 2 RG L3
= Difference R600 RG
= Loss O 1O
OR
Difference = Income ‒ expense 1M
= (60 x 50) ‒ 3600 M Subtraction of expense
= -600 S from income correct
= Loss O value
1S
1O (3)
2.3.5 Break-even is the point where cost of renting equals income 2 A L1
A (J) Explanation
OR
No loss and no profit (2)
2.4 Rent with VAT = 3 600 1 MA Divide by 1,15 L3
3 600 1 M Subtraction
Rent without VAT = 1.15 = 𝑅3 130,43 M
1 CA
VAT = 3 600 ‒ 3 130,43 M
= R469,57 CA
1 MA Fraction
OR
15 1 M Multiplication
VAT = 115 MA × 3600 M 1 CA
= R469,57 CA (3)
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(EC/JUNE 2018) MATHEMATICAL LITERACY P1 5
2.5.1 R1 = 0,46406 CYN 1 MA Division L2
? = 1 250 using correct
1 250 values
? = 0,46406 MA
= R2 693,62 A
1A (2)
2.5.2 Total parts 2 + 3 = 5 MA 1 MA value of 5 L2
2694 1S
Value of each part = 5 = R538,80 S
1 CA
Wife has one part more; she got R538,80 CA more
OR
Total parts = 5 MA
3 1 MA value of 5
Wife got = 5 × 2 694 = 𝑅1 616,40 1 Subtraction
2
Husband got = 5 × 2 694 = 𝑅1 077,60 1 CA
Wife got 1 616, 40 - 1 077,60 MA = R538,80 CA more
OR
Total parts 2 + 3 = 5 MA (Allow if
1250 calculated in
Value of each part = 5 = CYN 250 S Chinese Yuan)
Wife has one part more; she got CYN 250 CA more 1 MA value of 5
1S
1 CA (3)
[27]
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6 MATHEMATICAL LITERACY P1 (EC/JUNE 2018)
QUESTION 3 [16 marks] Explanation Marks
3.1 1,8 m RD 2 RD L1
OR
3,6 1 M Divide by 2
Radius = 2 M
1A (2)
= 1,8 m A
3.2 C = 𝜋𝑟 1 SF L2
C = 3,142 x 1,8 m 1 CA from 3.1
= 5,66 m
OR 1 SF
C = 3,142 x (3,6 m) ÷ 2 1 CA
= 5,66 m NPR (2)
3.3 A + A + A + 0,4 m +1,1 m + 1,75 m = 5,8 M 1 M Addition L1
3A + 3,25 m = 5,8 m 1S
3A = 5,8 m – 3,25 m S 1 M/A Division
3A = 2,55 m M/A 1 CA
3 3
A = 0,85 m CA (4)
2
3.4 TA= 𝜋r + (length x breadth) x 2 CA from 3.1 L2
= 3,142 x 1,82 + (5,8 m x 4,9 m) x2 2 SF
= 10,18008 m2 + 28,42 m2 x 2
= 10,18008 m2 + 56,84 m2 1S
= 67,02 m2 1 CA
= 67 m2 1 Rounding off (5)
3.5 5,8 m + 1,8 m 1 M Adding L2
= 7,6 m x 2 (Value 7,6 m)
= 15,2 m 1M
(Multiplication
by 2)
1 CA (3)
[16]
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(EC/JUNE 2018) MATHEMATICAL LITERACY P1 7
QUESTION 4 [11 marks] Explanation Marks
4.1 16 RD 2 RD L1
(2)
4.2 (a) AA = 48 A 2 A Number L1
(2)
(b) BB = 65 A 2 A Number L1
(2)
4.3 Q 5 RD 2 RD L1
Award 1 mark
for 5Q (2)
4.4 Turn it over once in a clockwise direction in such a way that the left 3A L2
side is now the top side, the bottom side is now the left side and the Explanation
top side is now the right-hand side. (3)
[11]
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8 MATHEMATICAL LITERACY P1 (EC/JUNE 2018)
QUESTION 5 [26 marks] Explanation Marks
5.1.1 18 RM 2 A RM Total L1
number of data
values (2)
5.1.2 Willowmore RM 4 A RM L1
Port Elizabeth RM (1 Mark for each
East London RM town or city)
Aliwal North RM (4)
5.1.3 14; 14; 15; 15; 15; 16; 16; 17; 17; 17; 17 RM 2 A RM L1
Arranged in
ascending order (2)
5.1.4 16 CA 2 CA From 5.1.3 L2
Median
(2)
5.1.5 𝑄1 = 15 A and 𝑄3 = 17 A 2 MA for 𝑄1 and L2
Interquartile range = 17 ‒ 15 1 M 𝑄3
= 2 CA 1 M subtraction
1 CA (4)
5.1.6 Mean = 16+18+21+22+27+28+28 = 160 MA 2 MA For L2
7 7
addition and
division
= 22,86
1 CA
= 23 A
NPR (3)
5.1.7 28 RM 2 RM L2 (2)
5.1.8 Difference = 28 ‒ 17 MA 1 MA L1
= 11 CA Subtraction
1 CA (2)
5.2.1 Probability is the chances of an event to happen 2A L1
Explanation (2)
5.2.2 P (City or town with temperature less than 170° 𝐶) 1 A for 8 the L2
8 4 numerator
= = 1 CA From
18 9
5.1.1
1A
NPR (3)
[26]
TOTAL: 100
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