# Mathematical Literacy Grade 12 P1 NSC November 2026 Memo (Eng)

> Grade 12 Mathematical Literacy Paper 1 memorandum from the NSC November Exam 2026 (English), 11 pages. Read online or get the free PDF download, question paper linked when available.

- Page: https://www.hlayiso.com/library/grade-12-mathematical-literacy-2026-nsc-november-exam-unofficial-memorandum-paper-1/123b97bc-1af0-4517-a8c3-ec107e005d63
- Updated: 2026-10-27
- Subject: Mathematical Literacy
- Grade: Grade 12
- Language: English
- Document type: Memorandum
- Year: 2026
- Exam period: NSC November Exam
- Paper: 1
- Publisher: Hlayiso
- Curriculum: CAPS
- Pages: 11

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## About this document

Mathematical Literacy · Grade 12 · NSC November Exam · 2026. Unofficial memorandum, Paper 1, 11 pages. Unofficial marking guidelines with full worked answers by Hlayiso for the Grade 12 Mathematical Literacy Paper 1 NSC November 2026 exam, plus how our prediction compared. Not the official DBE memorandum. Read online or download the PDF.

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## Document text

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### Page 1

UNOFFICIAL
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Unofficial memo
hlayiso mock exams
Practice Series:
Grade 12 NSC Preparation
WWW.HLAYISO.COM
NATIONAL
SENIOR CERTIFICATE
GRADE 12
MATHEMATICAL LITERACY P1
NOVEMBER 2026 — UNOFFICIAL MARKING GUIDELINES
MARKS: 150
These marking guidelines consist of 11 pages.

### Page 2

UNOFFICIAL
Mathematical Literacy/P1
2
NSC – Unofficial Marking Guidelines
Hlayiso/November 2026
IMPORTANT: These are unofficial marking guidelines prepared by Hlayiso for revision. They are
not the DBE’s official memorandum; the official marking guidelines may differ in mark allocation
and accepted alternatives.
SYMBOL AND EXPLANATION
Symbol
Explanation
Symbol
Explanation
M
Method
A
Accuracy
MA
Method with accuracy
CA
Consistent accuracy
C
Conversion
D
Definition
F
Choosing the correct formula
SF
Substitution in a formula
J
Justification
O
Opinion/Reason/Example
P
Penalty (e.g. no units, incorrect rounding)
R
Rounding
RT/RG/RM
Reading from a table/graph/map
S
Simplification
NOTE:
• If a candidate answers a question TWICE, only mark the FIRST attempt.
• If a candidate has crossed out an attempt of a question and not redone the question, mark the
crossed-out version.
• Consistent accuracy (CA) applies in ALL aspects of the marking guidelines. Stop marking at the
second calculation error in the same item.
• Answers only, without working, are awarded full marks unless stated otherwise in the row. For
“show that” and “verify” items, the working must be shown.
• Units: penalise missing or incorrect units (R, KES, NZD, GB, m3, %) ONCE per question (1P),
not per item, unless the unit is the mark being tested.
• Rounding: penalise incorrect rounding ONCE per question (1P). Money is rounded to TWO
decimal places; counts of people/days/households to whole numbers.
• A justification (J) mark is awarded only if it follows from the candidate’s own (correct or CA)
calculations.
• Accept a full stop or a comma as the decimal sign and either a space or no separator for thousands.
QUESTION 1
1.1.1
Lollipop: R16,99 ÷ 8
= R2,12
✓M dividing by 8
✓A R2,12
(2)
1.1.2
Chips: R46,74
50
×100 or R46,74 ×2
= R93,48
✓M multiplying by 2
✓A R93,48
(2)
1.1.3
Selling price = R135,96 + R40
= R175,96
✓RT R135,96
✓M adding R40
✓A R175,96
(3)
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UNOFFICIAL
Mathematical Literacy/P1
3
NSC – Unofficial Marking Guidelines
Hlayiso/November 2026
1.1.4
VAT = 15%×R84,96
= R12,744 ≈R12,74
✓M 15% of R84,96
✓A R12,744
Note: The unrounded value (or
0,15×84,96 fully shown) must
appear. Using Store 2
(R110,49): 0/2.
(2)
1.1.5
Store 2 : Store 1
8 : 48
= 1 : 6
✓RT 8 and 48
✓M correct order
✓S 1 : 6
Note: 6 : 1: max 2/3.
(3)
1.2.1
Bar graph (single, compound/multiple or stacked bar
graph)
✓✓A bar graph
Note: Accept: 100% stacked
bar graph, compound bar graph.
Do NOT accept: pie chart,
histogram, line graph.
(2)
1.2.2
Lunch (Oct) = 100%−(3%+11%+12%)
= 74%
✓M subtracting from 100%
✓A 74%
(2)
1.2.3
Other (Nov) = 12%×R78515
= R9 421,80
✓M 12% of R78 515
✓A R9 421,80
(2)
1.2.4
Discrete data
✓✓A discrete
Note: Budget
categories/amounts are counted,
not measured. Accept
“categorical” only if it is stated
as discrete.
(2)
1.3.1
H
✓✓D H
(2)
1.3.2
E
✓✓D E
Note: G describes the inflation
rate; do not accept G.
(2)
1.3.3
F
✓✓D F
(2)
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UNOFFICIAL
Mathematical Literacy/P1
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NSC – Unofficial Marking Guidelines
Hlayiso/November 2026
1.3.4
A
✓✓D A
(2)
[28]
QUESTION 2
2.1.1
R3 971 770 thousand = R3 971 770 ×1000 =
R3 971 770 000
Three billion, nine hundred and seventy-one million,
seven hundred and seventy thousand rand
✓C multiplying by 1 000
✓A three billion nine
hundred and seventy-one
million
✓A seven hundred and
seventy thousand
Note: Numerals used in the
answer: max 1/3 (C only).
(3)
2.1.2
Total expenditure 2024
= 1603732+1663384+5569+6970
= 3279655 (R’000)
A = 3328854−3279655
= 49199 (R’000)
i.e. R49 199 000 surplus
✓M adding the correct 2024
expenditure values
✓M subtracting from total
revenue
✓CA 49 199
(3)
2.1.3
% = 273211
1149475 ×100%
= 23,77%
✓RT 273 211
✓RT 1 149 475
✓M percentage
✓A 23,77%
Note: Accept 23,8% or 24%.
Using 2024 values (16,88%):
max 2/4.
(4)
2.1.4
Any ONE, e.g.
• The net surplus in 2025 (R1 056 607 thousand) was
much larger than in 2024 (R49 199 thousand).
• Total revenue increased while total expenditure
decreased from 2024 to 2025.
✓✓O valid reason
Note: CA from 2.1.2.
(2)
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UNOFFICIAL
Mathematical Literacy/P1
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NSC – Unofficial Marking Guidelines
Hlayiso/November 2026
2.1.5
2024 value = 106,2% of 2023 value
2023 value = 1663384
1,062
= 1566275 (R’000)
i.e. R1 566 275 000
✓RT 1 663 384
✓M 106,2%
✓M dividing
✓A 1 566 275
Note: Accept 1 566 274,95.
Calculating
1663384−6,2%×1663384 =
1560254: max 2/4 (RT, M). (4)
2.2.1
Difference = NZD2 182,06 −NZD1 899,81
= NZD282,25
✓RT both values
✓M subtracting
✓A NZD282,25
(3)
2.2.2
Money left = R28 341,60 −R9 900,00 −R11 738,20
= R6 703,40
✓RT R9 900 and R11 738,20
✓M subtracting from net
salary
✓A R6 703,40
Note: Using city-centre rent
(R1 896,88): max 2/3.
(3)
2.2.3
NZD16,00 ×0,58319513 = USD9,33
USD9,33112208 ×17,18288
= ZAR160,34
Difference = ZAR160,34 −ZAR119,50
= ZAR40,84
The Auckland meal is ZAR40,84 (not exactly ZAR40)
more.
The statement is NOT VALID.
OR: ZAR119,50 + ZAR40 = ZAR159,50
159,50÷17,18288 = USD9,28; 9,28÷0,58319513 =
NZD15,92
NZD15,92̸ = NZD16,00 ∴NOT VALID
✓M multiplying by
0,58319513
✓A USD9,33
✓M multiplying by 17,18288
✓CA ZAR160,34
✓M subtracting
✓CA ZAR40,84
✓J not valid
OR:
✓M✓A ZAR159,50
✓M✓CA USD9,28
✓M✓CA NZD15,92
✓J not valid
Note: Using the rounded rate 1
NZD = ZAR10,02: ZAR160,32
and ZAR40,82 – full marks. (7)
[29]
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UNOFFICIAL
Mathematical Literacy/P1
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NSC – Unofficial Marking Guidelines
Hlayiso/November 2026
QUESTION 3
3.1.1
A = 10
(i.e. 10×100000 = 1000000 households)
✓✓RG 10
Note: Read from the height of
the Y bar for Free State on
ANNEXURE A (level with the
10 gridline). Accept any value
from 9,8 to 10,2.
(2)
3.1.2
South Africa has 9 provinces; 7 are shown on the graph
9−7 = 2 provinces (Mpumalanga and North West)
✓M 9−7
✓A 2
(2)
3.1.3
Gauteng’s value (85 thousand) is much higher than all
the other provinces’ values (the next highest is 37,2
thousand).
✓✓O valid reason
(2)
3.1.4
Mean = 83,1+92+92,6+96,4+92,8+93,4+95,5
7
= 645,8
7
= 92,26%
✓RT all 7 values (Z)
✓M adding
✓M dividing by 7
✓R 92,26%
(4)
3.1.5
EC = 12000+7644+155+2646+2548
+4755+4754+2560+120
= 37182
GP = 82177+2773 = 84950
3
7 ×84950 = 36407,14 ≈36407
37182 > 36407
The claim is CORRECT.
OR: 37182
84950 = 0,4377 > 3
7 = 0,4286 ∴CORRECT
✓M adding EC values
✓A 37 182
✓A 84 950
✓M 3
7× GP
✓CA 36 407,14
✓J correct
Note: Using the graph values
only (3
7 ×85 = 36,43 thousand
< 37,2 thousand): max 4/6. (6)
3.2.1
Arranged: 4; 24; 28; 54; 151; 169; 736; 1 067
Median = 54+151
2
= 102,5
102,5 > 100 ∴the median is more than 100
✓M arranging
✓M middle values averaged
✓A 102,5
✓J comparison
(4)
3.2.2
Days = 24,2%×1128
= 272,976
≈273 days
✓RT 24,2% and 1 128
✓M percentage
✓R 273 days
(3)
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### Page 7

UNOFFICIAL
Mathematical Literacy/P1
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NSC – Unofficial Marking Guidelines
Hlayiso/November 2026
3.2.3
Arranged: 0,2; 1,1; 1,3; 2,4; 6,8; 7,6; 33,0; 47,8
Q3 = 7,6+33,0
2
= 20,3%
IQR = 20,3%−1,2%
= 19,1%
✓M arranging
✓A 7,6 and 33,0
✓M averaging ✓A Q3
= 20,3
✓M subtracting Q1
✓CA 19,1%
(6)
3.2.4
Permanent, scale 6–12: 1067+736 = 1803
P = 1803
2233 ×100%
= 80,74%
✓RT 1 067 and 736
✓M dividing by 2 233
(×100%)
✓CA 80,74%
Note: Accept
47,8%+33,0% = 80,8% from
the table. Accept
1803
2177 ×100% = 82,82% (out of
permanent employees using sick
leave).
(3)
[32]
QUESTION 4
4.1.1
R139
✓✓RT R139
(2)
4.1.2
Total = R149 ×24
= R3 576
✓M multiplying by 24
✓A R3 576
(2)
4.1.3
X = R2,10 ×150
= R315,00
✓RT R2,10 and 150 min
✓M multiplying
✓A R315,00
Note: Company A has no
monthly cost and no free
minutes. Answer only: full
marks.
(3)
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### Page 8

UNOFFICIAL
Mathematical Literacy/P1
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NSC – Unofficial Marking Guidelines
Hlayiso/November 2026
4.1.4
125 min: R149 +(125−100)× R1,00 = R174,00
150 min: R149 +(150−100)× R1,00 = R199,00
Graph B: the horizontal line at R149 (0 to 100 min)
continues as a straight line through (125;174) and
(150;199).
✓M extra minutes × R1 +
R149
✓A R174,00
✓CA R199,00
✓CA both points plotted
✓A straight line from
(100;149) to (150;199)
Note: CA from own values.
Points not joined: max 4/5.
(5)
4.1.5
80 minutes
(C: R139 +(80−75)× R2 = R149 = B)
✓✓RG 80 minutes
Note: Accept 78 to 82 minutes
read from the graphs. B and C
are equal only once: after 100
min, C rises R2/min and B only
R1/min.
(2)
4.1.6
At 60 min: A ≈R126; C = R139; B = R149
Company A is the cheapest.
✓RG reading at 60 min
✓A Company A
(2)
4.2.1
Cost per 10 GB =
R619
500 GB ×10
= R12,38
✓RT R619 and 500 GB
✓M dividing and
multiplying by 10
✓A R12,38
(3)
4.2.2
Total = 1100+950+600+200+200
= 3050 MB
= 3050÷1000 = 3,05 GB
✓RT all five values
✓M adding
✓A 3 050 MB
✓C 3,05 GB
(4)
4.2.3
(a)
Cost = R849 + R619
= R1 468
✓RT R849 and R619
✓A R1 468
(2)
4.2.3
(b)
Axxess 300 GB + Rain 1 TB (= 1000 GB) = 1300
GB
Cost = R449 + R995 = R1 444
Afrihost fibre = R747
Saving = R1 444 −R747
= R697
R697 > R600 ∴the statement is VALID
✓C 1 TB = 1000 GB
✓RT R449 and R995
✓A R1 444
✓M subtracting R747
✓CA R697
✓J valid
(6)
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UNOFFICIAL
Mathematical Literacy/P1
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NSC – Unofficial Marking Guidelines
Hlayiso/November 2026
[31]
QUESTION 5
5.1.1
$29,54 ×1000000000
= $29 540 000 000
✓C multiplying by 109
✓A $29 540 000 000
(2)
5.1.2
% difference = 120000−11995
120000
×100%
= 108005
120000 ×100%
= 90,00%
✓RT 120 000 and 11 995
✓SF substitution
✓A 90,00%
Note: Accept 90%.
(3)
5.1.3
China: 4 companies ⇒NOT China: 10−4 = 6
P(not China) = 6
10
= 0,6
✓A 6 companies
✓M dividing by 10
✓A 0,6
Note: Answer as a fraction or %
only: max 2/3.
(3)
5.1.4
Revenue = $26,47 billion = $26 470 000 000
Per employee = $26470000000
40000
= $661 750
The analyst’s statement is CORRECT.
✓C 26 470 000 000
✓M dividing by 40 000
✓A $661 750
✓J correct
(4)
5.2.1
Tax = 10%×KES23000
= KES2 300
KES2 300 −KES2 400 = −KES100 (tax less than the
rebate)
∴no personal income tax is payable
✓M 10% of 23 000
✓A KES2 300
✓J subtracting/comparing
the rebate
(3)
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### Page 10

UNOFFICIAL
Mathematical Literacy/P1
10
NSC – Unofficial Marking Guidelines
Hlayiso/November 2026
5.2.2
Amount invested = 5,5%×KES125000
= KES6 875
After year 1: 6875×1,0776 = KES7 408,50
Remaining 10 months at 7,73% p.a.:
Interest = 7408,50×0,0773× 10
12
= KES477,23
Total = KES7 408,50 + KES477,23
= KES7 885,73
✓M 5,5% of 125 000
✓A KES6 875
✓M ×1,0776 ✓CA
KES7 408,50
✓C 10
12 of a year
✓M interest on new balance
✓CA KES477,23
✓CA KES7 885,73
Note: Accept
7408,50×(1,0773)
10
12 =
KES7 882,75 (full marks).
Compounding a full second
year (KES7 981,18): max 6/8
(no C mark, no final CA). Using
7,76% for both periods: max
6/8.
(8)
5.3
Block 1: 6×KES68 = KES408
Block 2: (20−6)×KES85 = 14×85 = KES1 190
Block 3: (22−20)×KES91 = 2×91 = KES182
Total bill = 408+1190+182 = KES1 780
Amali pays 100%−60% = 40%
Contribution = 40%×KES1780
= KES712
✓RT correct tariffs 68; 85; 91
✓M block 1
✓M block 2 (14 m3)
✓M block 3 (2 m3)
✓A KES1 780
✓M 40%
✓CA KES712
Note: Answer KES1 068 (the
employer’s 60%): max 6/7.
22×91 = KES2 002 (one tariff
for all): max 2/7.
(7)
[30]
TOTAL: 150
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### Page 11

UNOFFICIAL
Mathematical Literacy/P1
11
NSC – Unofficial Marking Guidelines
Hlayiso/November 2026
HOW DID OUR PREDICTION DO?
The real November 2026 P1 compared with the Hlayiso 2026 Maths Literacy P1 Prediction paper
Q
Topic
Real paper asked
Our closest prediction item(s)
Verdict Covered
1.1 Prices, VAT,
ratio
Unit price, cost of 100 units, mark-up, show
VAT = R12,74, ratio 1 : 6
1.2.1 unit price, 1.2.4 ratio 1 : ..., 2.2.2 and
4.2.5 VAT

12/12
1.2 Pie charts
Another graph type, missing %, % of a total,
discrete or continuous
1.3.2 discrete, 3.2.1 type of graph. Pie charts
were “plausible” but left out
≈
6/8
1.3 Terminology
A–H
Probability, inflation, percentiles, central
tendency
1.1: the same matching format (quartiles,
surplus, rebate, commission)

6/8
2.1 Financial
statement
Revenue in words, net surplus A, % of total,
reason, 2023 value before a 6,2% increase
1.3.4 in words, 1.1.2 surplus, 2.2.2 reverse
% (excl. VAT). A full statement was only an
“alternative”
≈
13/16
2.2 Exchange rates
Rent difference, money left, NZD →USD →
ZAR verify (7)
Q5.1 exchange rates, 5.1.4 “budget left”
verify; single-step rates only
≈
10/13
3.1 Bar and line
graph
Read A, provinces not shown, outlier, mean
(2 d.p.), verify > 3
7 of GP
3.1.2 mean; reading Annexures B and C;
verify items
≈
13/16
3.2 Sick-leave table
Median (8 values), % of a value, IQR with Q1
given, probability as %
3.1.3–3.1.4 median and IQR (same
formula), 3.2.5 probability as %

16/16
4.1 Cellphone costs
Fixed cost, contract total, X, complete graph
B (free minutes), B = C, cheapest
Q4.1 cost table, draw cost graph, break-even
from graphs; 2.2.3 24 instalments

14/16
4.2 Data packages
Cost per 10 GB, MB →GB, combined cost,
verify saving with 1 TB
Rate and verify skills; no data-unit
conversions
≈
12/15
5.1 Mining table
$29,54 billion in full, % difference, P(not
China) as a decimal, verify revenue per
employee
1.3.4 large numbers, 3.2.3/4.2.3 % change,
4.2.4 probability as a decimal

12/12
5.2 Tax; investment
Kenyan monthly tax and rebate (3);
compound interest, 7,76%/7,73% over 1 yr
10 months (8)
Q2.1 SA annual tax with rebates (18
marks); 5.2.2 year-by-year % increases
/≈
8/11
5.3 Water tariffs
Stepped tariff for 22 m3, Amali pays 40%
4.2.5 block tariffs for 34 kℓ: almost the same
item

7/7
Marks of the real paper covered by our prediction
129/150
A learner who mastered our prediction could have answered about 129/150 (86%) of this paper with confidence.
Most of that comes from core skills that are tested every year (percentages, tables, mean/median/IQR, verify
items), so the figure flatters the prediction: most of our specific contexts did not appear.
What we got right
• The Q1 terminology-matching table (letters A–H),
set in exactly our format.
• The stepped water tariff (5.3), almost the same as
our 4.2.5.
• Cost graphs in the answer book: complete a graph,
then read where two graphs meet (our break-even
item).
• Heavy “Verify, showing ALL calculations”
weighting: four items (23 marks), as forecast
(about 21).
• Statistics (median, IQR = Q3 −Q1, mean to 2
d.p.), probability, exchange rates, VAT, ratio,
numbers in words, discrete data, and the Special
Answer Book.
What we missed
• Our most confident call, SA annual income tax (18
marks in our paper), did not appear; only 3 marks
used a Kenyan monthly table.
• Hire purchase, the box-and-whisker plot and
inflation-linked fees did not appear either: about 45
of our 150 marks went to topics that were not set.
• Pie charts (which we left out) and a company
statement of financial performance.
• Compound interest with two rates and a part year (8
marks), a cross-rate via USD, and MB/GB/TB
conversions.
Rating: 7/10. Almost every skill was practised and the matching, tariff, graph and verify calls landed,
but our biggest call (SA income tax) failed and none of the main contexts matched.
Copyright reserved

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