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PREPARATORY EXAMINATION
2016
MEMORANDUM
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
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Grade 12 NSC Mathemetical Literacy Preperatory 2016 Possible Answers hlayiso.com
Mathematical Literacy · Grade 12 · Gauteng Mock Exam · 2016. Memorandum, 14 pages. Read online or download the PDF.
- Subject
- Mathematical Literacy
- Grade
- Grade 12
- Document type
- Memorandum
- Year
- 2016
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- Gauteng Mock Exam
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- 14
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10601/16
GAUTENG DEPARTMENT OF EDUCATION
PREPARATORY EXAMINATION – 2016
MATHEMATICAL LITERACY
(First Paper)
MEMORANDUM
KEY TO TOPIC SYMBOL:
F = Finance; M = Measurement; MP = Maps, Plans and other representations
DH = Data Handling; P = Probability
QUESTION 1 [47]
Ques Solution Explanation Level
1.1.1 Gross monthly income 1M Method
1A Answer
L1
= R14 872 + R780 M
F
Answer only full marks
= R15 652 A (2)
1.1.2 Annual income = R15 652 x 12 1MA Calculating annual
income
= R187 824 MA 1M Subtraction
1MA Multiplication by
Taxable income = Annual income ‒ Annual 12
Pension 1A Answer L3
M MA F
= R187 824 – (R1 112,03 x 12)
= R187 824 – R13 344,30
= R174 479,70 A (4)
OR
R15 652 – R1 112,03 MA 1MA Deduct / Minus
1A Answer
= R14 539,97 A 1MA Multiplication by 12
1A Answer
Annual = R14 537,97 x 12 MA
= R174 479,70 A (4)
2
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Ques Solution Explanation Level
1.1.3a Medical Tax Credits = (Tax Credit of Main 1MA Addition and Multiplication
member + Tax Credits of dependants) x 12 by 12
1A Answer
= (R257 + R257) x 12 MA
= R6 168 A L2
F
OR
(R257 x 2) x 12 MA
= R6 168 A (2)
1.1.3b Tax payable = Annual tax ‒ Rebate ‒ Medical 1RT Reading correct value
credits 1MA Multiply by 2 and 12
RT MA 1S Simplification both
= (18% × R174 479,70) ‒ R12 726 ‒ (R257 × 2 × 12) brackets
L2
1CA Answer
F
= R31 406,35 ‒ R12 726 ‒ R6 168 S CA from Q1.1.2
= R12 512,35 CA (3)
1.1.3c Monthly PAYE = R12 512,35 ÷ 12 1CA Answer
1R Rounding
= R1 042,695833
L1
CA from Q1.1.3a F
≈ R1 042,70 CA
(2)
1.1.4a Total deductions 1MA Addition
= R1 042,70 + R1 112,03 + R1 500 + 1A Answer
R148,72 MA L1
Answer only ful arks F
= 3 803,45 A
(2)
1.1.4b Nett monthly income = R15 652 – R3 803,45 1MA Subtraction
MA 1A Answer
TL1
F
= R11 848,55 A Answer only full marks
(2)
1.1.5a 1% A 2A Answer TL1
(2) F
1.1.5b Total amount for the month paid over for UIF 1MA Knowing to double
the amount
= R148,72 x 2 OR R148,72 + R148,72 1A Answer TL1
MA F
Answer only full marks
= R297,44 A (2)
3
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1.1.6 Annual medical tax credit 1MA Adding R172 and
Multiply by 12
= [(R257 x 2) + R172] × 12 MA 1A Answer
TL2
= R686 x 12 Answer only full marks F
(2)
= R8 232 A
1.1.7a Annual amount saved 1A Answer
= Monthly amount saved x 12
Answer only full marks L1
= R3 000 x 12 F
= R36 000 A (1)
1.1.7b Simple interest 1A Answer
= Amount saved x interest rate x term 1CA Answer
= R36 000 ×
= R1 224 A
Amount saved = R36 000 + R1 224
= R37 224 CA
OR
L1
F
R36 000 x M 1M Multiply by 103,4 %
1CA Answer
= R37 224 CA
OR
R36 000 + (R36 000 x ) M 1M Addition 3,4%
1CA Answer
= R37 224 CA
(2)
1.2.1 Amount to be financed 1MA Subtract deposit
= Purchase Price ‒ (Deposit + Admin Fee + 1MA Adding correct
Registration/Licence Fee) values
L2
MA MA 1A Answer
F
= R104 995 ‒ (R10 500 + R1 010 + R788)
(3)
= R96 293,00 A
4
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Ques Solution Explanation Level
1.2.2 Amount to be financed 1MA Adding correct
= Purchase Price + Admin Fee + amounts
Registration/Licence Fee 1A Answer
1MA Addition and
= R104 995 + R1 010 + R788 MA multiplication
1CA Answer year 1
= R106 793 A 1CA Answer year 2
Year 1:
R106 793 + ( ) MA
L2
F
= R106 793 + R12 815,16
= R119 608,16 CA
Year 2:
= R119 608,16 + ( )
= R119 608,16 + R14 352,9792
= R133 961,14 CA (5)
1.2.3 Percentage Deposit 1MA Correct values in
MA fraction
= M 1M Multiply by 100%
1A Answer L1
1R Rounding F
= 10,0004… % A
(4)
= 10% R
1.3.1 Interest rate: 2O Definition
A percentage of a sum of money charged by
the bank for lending money to a person.
O L1
OR F
Any similar definition (2)
1.3.2 Percentage increase 2SF Substitution
= 1S Simplification
1CA Answer
= SF L2
F
S
(3)
= 12,5% CA
5
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Ques Solution Explanation Level
1.3.3 Value B 1MA Addition
= R140,00 + R179,39 + R170,86 + R584,79 + 1A Answer
L1
R380,98 MA
F
Answer only full marks
= R1 465,02 A (2)
1.3.4 Vat 2017 = R1 655,55 × MA 1MA Correct value
1MA Multiply by 14% L1
(2) F
= R231,78
1.3.5 Additional amount to budget 1M Calculating 12%
= R1 887,33 ‒ R1668,86 MA 1A Answer L1
F
= R218,47 A Answer only full marks
(2)
[47]
6
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QUESTION 2 [29]
Ques Solution Explanation Level
2.1.1(a) Length = 24 inches x 2,54 C 1C Conversion
= 60,96 cm A 1A Answer length
1A Answer breadth
Width = 12 inches x 2,54 1A Answer height
= 30,48 cm A
Depth = 10 inches x 2,54 L2
= 25,4 cm A (4) M
2.1.1(b) Volume = L × B × H 1SF Substitution
SF 1CA Answer
= 60,96 cm × 30,48 cm × 25,4 cm
= 47 194,74432 cm3
L2
= 47 194,74 cm3 CA M
(2)
2.1.2a Triangular containers to fit in length 1MA Division with correct
MA values
= (60,96 cm ÷ 10 cm) × 2 MA 1MA Multiply by 2
L2
1AR Answer
M
= 12,192
(3)
≈ 12 A
2.1.2b Triangular containers to fit in width 1MA Division and multiply
with correct values
= (30,48 cm ÷ 10 cm) × 2 MA 1A Answer
1R Rounding L2
= 6,096 M
≈6 A R (2)
2.1.3 Number of cardboard boxes 1MA Division
1AR Answer correctly
= rounded
Answer only full marks
= MA L1
M
= 10,4166 … boxes
≈ 10,5 boxes OR 10½ boxes AR (2)
2.2.1 80 : 5 MA 1MA Correct ratio
L1
1S Simplification
M
16 : 1 S (2)
7
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Ques Solution Explanation Level
2.2.2 P(Sandwich Spread) = × 100% M 1M Multiply by 100%
1MA Correct values in
MA
fraction
1A Answer L1
= 3,472 …%
L
≈ 3,47% A NP for rounding
(2)
2.3 The time that it will take Mrs. Madiba to reach 1MA Addition
the school. 1A Answer
L1
= 10:50 + 45 min MA
M
= 11:35 A (2)
2.4.1 97th Percentile RG 2RG Read from graph
L1
(2)
M
2.4.2 150 cm ÷ 100 = 1,5 m C 1C Conversion
1SF Substitution
1M Manipulating formula
1CA Answer
2J Justification
27 kg/m2 = SF
L2
M
27 kg/m2 × 2,25 m2 = Mass (in kg) M
60,75 kg = Mass CA
Yes J
Mrs. Madiba’s opinion is correct. J (6)
2.4.3 Suzy’s new BMI = 21,8 kg/m2 RG 2RG Reading from the
L1
graph
M
(2)
[29]
8
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QUESTION 3 [20]
Ques Solution Explanation Level
3.1.1 Total distance = 89 km RM 2RM Reading from map L1
(2) MP
3.1.2a Drummond RM 2RM Reading from map
L1
MP
11:30 OR Half past 11 RM (2)
3.1.2b Approximately 45 km RM 1RM Reading form map L1
(1) MP
3.1.3 Between Botha’s Hill and Pinetown RM 2RM Reading from map
L1
OR
MP
Botha’s Hill to Winston Park RM (2)
3.1.4 Average Speed = 1SF Substitution
1CA Answer
89 km NP for rounding
= SF L1
6,5 h
MP
= 13,6923 … km/h
≈ 13,69 km/h CA (2)
3.1.5 Just after Drummond is an uphill 5A One mark per
Slight uphill on Botha’s hill A description
Small downhill down Botha’s hill A
L2
Steepest sloping uphill A
MP
Steepest sloping downhill A
Long downhill run A (5)
3.2.1 1 : 500 RM 2RP Reading from plan
L1
(2)
MP
3.2.2 Every 1 unit on the plan represents 500 units 2RP Reading from plan
in actual dimensionsRP
No units of L1
measurements necessary MP
e.g. cm, mm, m.
(2)
3.2.3 South Western Wall = 9,8 cm RP 2RP Reading from plan L1
(2) MP
[20]
9
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QUESTION 4 [35]
Ques Solution Explanation Level
4.1.1 12 MA 2MA Adding the number of
ages L1
(2) D
4.1.2 6 hours 11 minutes 59 sec RT 2RT Reading from table
OR L1
06:11:59 (2) D
4.1.3 Time range = 5h 38m 01s ‒ 3h 38m 10s 1MA Subtracting correct
MA values
1A Answer
= 1h 59m 51s A L1
Answer only full marks D
(2)
4.1.4 Mean age = 1MA Concept of mean
1M Denominator
MA
1A Answer
= M L2
D
= 19,1
≈ 19 years A (3)
4.2.1 Mode = 292 minutes A 1A Correct Mode
L1
(1)
D
4.2.2 Mean = 193 + 220 +…+ 372 1A Mean
9 1MA Mean time
1C Conversion
2 478
=
9
= 275,33 minutes A
L3
D
275,33
Mean time = MA
60
= 4,5888 … hours
(3)
= 4 hours 35 minutes C
10
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Ques Solution Explanation Level
4.2.3 228; 237; 250; 251; 281; 292; 292; 306; 329; 338 1MA Ascending order
MA 1MA Concept of median
1A Answer
Median = 281 + 292 MA L2
2 D
= 286,5 minutes A (3)
4.2.4 Range = Highest ‒ Lowest 1MA Concept of range
1A Answer
= 372 ‒ 193 MA L1
Answer only full marks D
= 179 minutes A (2)
4.3.1 Baised AA 2RG Reading from graph L1
(2)
D
4.3.2 (a) Only a definite number of values is
possible. The data takes only certain 2J Justification L1
values. E.g. the number of learners in a
D
class. (One cannot have ‘half a learner’.) (2)
(b) Information can be measured
continuously. An infinite number of 2J Justification L1
steps. (2) D
11
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4.4.1
L2
D
1A 50 1A 100 6A for the 6 points correctly plotted
1A 100 1A 150
1A 75 1A 175 (6)
4.4.2 Profit = R8,00 x 26 M 1M x 26
= R208,00 AA 2A Answer
Answer only full L1
marks D
(3)
4.4.3 Tuesday and Thursday RT 2RG Reading from table L1
(2) D
[35]
12
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Question 5 [19]
Ques Solution Explanation Level
5.1.1 1 299 men RT 1RT Reading from table
(1) L1
D
5.1.2 2 508 men RT 1RT Reading from table
L1
(1)
D
5.1.3 Drinkers : High Blood Pressure 1MA Ratio with correct values
2552 : 688 MA 1AR Answer and rounding
L1
3.709 :1
D
4 :1 AR (2)
5.1.4 P(No High Blood Pressure) = 2 508 1MA Numerator
L2
3 119 MA 1A Denominator
D
(2)
5.2.1 P = Current reading ‒ Consumption 1MA Subtraction
1A Answer
= 125 334 kℓ ‒ 34,5 kℓ MA L1
Answer only full marks M
=125 299,5 A (2)
5.2.2 ≤6kl free 1M First 2 charges
9 × R8,60 = R77,40 1M Multiply by 9,5
10 × R9,60 = R96.00 M 1CA Answer L1
9,5 × R10,60 =R100,70 MA F
Total (Q) = R274.10 CA (3)
5.2.3a 1M Calculation of first three
≤4kl free tariffs
3 × R4,67 = R14.01 1MA Dividing amount
8 × R9,94 = R79,52 remaining by R14,60
R93,53 1CA Answer L3
FM
Remaining amount = R181,60 ‒ R93,53
= R88,07 M (3)
5.2.3b Remaining kℓ = 1MA Calculate remaining kl
used
1CA Answer
= 6,03 kℓ MA
L3
R = 4kℓ + 3kℓ + 8kℓ + 6,03kℓ FM
= 21.03 kℓ CA (2)
13
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Ques Solution Explanation Level
5.2.3c S = 14% of (R181,60+ R274,10) MA 1MA 14% of correct amounts
1S Simplification of
S= × R455,70 S bracket
1A Answer L1
M
S = R63,798
(3)
S = R63,80 A
5.2.4 T = R63,80 + R 455,70 M 1M Addition
1CA Answer
L1
T = R519,50 CA
M
Answer only full marks
(2)
[19]
TOTAL: 150
14
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