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CHIEF DIRECTORATE: EXAMINATIONS AND ASSESSMENT
Steve Vukile Tshwete Complex, Zone 6 Zwelitsha, 5608, Private Bag X0032, Bhisho, 5605 REPUBLIC OF SOUTH AFRICA:
Enquiries: Mrs P. Japtha Tel: 040 602 7031 . Fax : 040 608 7026. E-mail: Penny.Japtha@ecdoe.gov.za
Website: www.ecdoe.gov.za
Ref. no. 13/P Tel.: (040) 608 7026/082 523 7689
Enquire: Mrs P. Japtha Fax: 040 608 7295
NOTIFICATION
TO: ALL PRINCIPALS OF TECHNICAL SCHOOLS IN THE FET BAND AND
DISTRICT HEADS OF EXAMINATIONS
FROM: MRS P. JAPHTA
(a) CES: ASSESSMENTS INSTRUMENT DEVELOPMENT AND ITEM BANK
MANAGEMENT SUBDIRECTORATE
SUBJECT: TECHNICAL MATHEMATICS PAPER 1 JUNE EXAMS ERRATA
DATE: 05 JUNE 2023
The Technical Mathematics P1 Grade 12 for June Examinations 2023 was written on Friday, the 02 June
2023. We were made aware of errors and omissions that was discovered in the marking guidelines.
The amendment with regards to the marking was prepared in conjunction with the examiner and the
moderator of the paper. This amendment addresses the errors and omissions and also ensures that learners
are not disadvantaged. The following standardised approach to marking must be adopted across the
Province.
ERRATA
QUES ERROR RECOMMENDATION CODE DESCRIPTORS
2
1.1.2 2 x +13 = 5 x 2 x 2 +13 = 5 x
Standard form
2 x 2 − 15 x + 3 = 0 2 x 2 − 5 x +13 = 0 standaardvorm A
−b b − 4ac
2
−b b − 4ac
2
x= x= Formula / Formule A
2a 2a
−(−15) (−15) 2 − 4(2)(3) −(−5) (−5)2 − 4(2)(13) Substitution /
x= x= Vervanging CA
2(2) 2(2)
x = 7, 29 or x = 0, 21 x = imaginary or non − real Imaginary or non-real
Denkbeeldig of nie-reëel
CA
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TECH MATHEMATICS P1 JUNE 2023_Erratum.pdf
Technical Mathematics · Grade 12 · Eastern Cape June · 2023. Errata, 2 pages. Read online or download the PDF.
- Subject
- Technical Mathematics
- Grade
- Grade 12
- Document type
- Errata
- Year
- 2023
- Exam period
- Eastern Cape June
- Paper
- 1
- Pages
- 2
- File size
- 252.5 KB
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QUES ERROR RECOMMENDATION CODE DESCRIPTORS
3.1.3 1 1
log 2 16 + log 3 27 log 2 16 + log 3 27
2 2
1 1
= log 2 24 + log 3 33 = log 2 24 + log 3 33 Log property/eienskap A
2 2
4 4 Log property/eienskap A
= log 2 2 + 3log 3 3 = log 2 2 + 3log 3 3
2 2
= 2 1 + 3 1 = 2 1 + 3 1
=2 =5 Simplification /
vereenvoudiging CA
4.3.3 x ∈ ℝ, x ≠ 4 𝑦 ∈ ℝ, 𝑦 ≠ 2 𝑦 ∈ ℝ, y ≠ 2 CA
5.2 A = P(1 + i) n A = P(1 + i) n F CA
75 000 = 5 000 (1 + 9,5 ) 75 000 = 5 000 (1 + 9,5% )
n n
SF CA
75 000 75 000
= (1 + 9,5 ) = (1 + 9,5% )
n n
5 000 5 000
Simplification /
15 = (1,95 ) 15 = (1, 095 )
n n
vereenvoudiging CA
log1,9515 = n log1,09515 = n
log form/vorm CA
4, 0550 = n 29,83 = n
n = 29,83 CA
6.2.1 2 2
y= − 15 x + 7 m y= − 15 x + 7 m
x3 x3 2x−3 A
= 2 x −3 − 15 x + 7 m = 2 x −3 − 15 x + 7 m
dy dy −6x− CA
= −6 x −2 − 15 = −6 x −4 − 15 −15 CA
dx dx
We request that this must be brought to the attention of all educators marking these papers and sincerely
apologise for the inconvenience.
Yours in education.
05 June 2023
MRS P.E. JAPHTHA DATE
(a) CES: ASSESSMENTS INSTRUMENT DEVELOPMENT
AND ITEM BANK MANAGEMENT SUBDIRECTORATE
Page | 2
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