This is the Grade 12 Mathematics Paper 1 written in the September Trial 2022 exams (Term 3). The paper counts 150 marks and learners had 3 hours to finish it. It has 11 questions covering functions and graphs, number patterns, sequences and series, algebra, equations and inequalities, differential calculus, probability and counting and finance, growth and decay. Below you can download the question paper, memo, question paper (Afrikaans) and question paper (English) as free PDFs, then mark your answers with the memo.
Download the Term 3 September Trial 2022 Paper 1 PDFs
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Mathematics Grade 12 Term 3 September Trial 2022 Paper 1 Question Paper
Free PDF of the Mathematics Grade 12 trial exam 2022 Paper 1 question paper. It tests Term 3 work. Learners looking for the maths grade 12 sept 2022 p1 paper can download it here.
Question PaperPaper 1Trial examTerm 3
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Mathematics Grade 12 Term 3 September Trial 2022 Paper 1 Memo
Download the maths grade 12 sept 2022 p1 memo PDF. It gives the model answers and mark allocation for the trial exam in Term 3.
MemoPaper 1Trial examTerm 3
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Mathematics Grade 12 Term 3 September Trial 2022 Paper 1 Question Paper (Afrikaans)
Download the maths grade 12 sept 2022 p1 question paper PDF in Afrikaans, set nationally by the DBE (NSC). A real trial exam paper to practise with before your own tests.
Question PaperPaper 1Trial examTerm 3National (DBE)Afrikaans
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Mathematics Grade 12 Term 3 September Trial 2022 Paper 1 Question Paper (English)
Download the maths grade 12 sept 2022 p1 question paper PDF in English, set nationally by the DBE (NSC). A real trial exam paper to practise with before your own tests.
Question PaperPaper 1Trial examTerm 3National (DBE)English
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Mathematics Grade 12 Term 3 September Trial 2022 Paper 1 Question Paper (English) (version 2)
Download the maths grade 12 sept 2022 p1 question paper PDF in English, set nationally by the DBE (NSC). A real trial exam paper to practise with before your own tests.
Question PaperPaper 1Trial examTerm 3National (DBE)English
What is in this paper
11 questions, 150 marks in total. Marks per question are taken from the paper itself.
- Q1 Algebra, equations and inequalities (correct to TWO decimal places) 25 marks
- Q2 Number patterns, sequences and series 2.1 An arithmetic series has a common difference of 4. (3x−1) and (2x+8)are the 16 marks
- Q3 Number patterns, sequences and series 3.1 Given that p = 0,7 =0,777777... 10 marks
- Q4 Functions and graphs In the diagram below the graph of a hyperbolic function, fx( ) = , where k is a 10 marks
- Q5 Functions and graphs Given the function: fx( ) = −3x +1 10 marks
- Q6 Functions and graphs The diagram below shows the graphs of f (x) = x2 −4x−11 and g(x) = f /(x). A and B 13 marks
- Q7 Finance, growth and decay 7.1 Corniel bought an ice cream machine that depreciated at 17% p.a. on the reducing 15 marks
- Q8 Differential calculus Determine from first principles if f (x) =−x 3x . 11 marks
- Q9 Functions and graphs 9.1 Calculate the coordinates of the turning points of f. 18 marks
- Q10 Differential calculus The diagram below shows a rectangle OABC, where B lies on the straight line 6 marks
- Q11 Probability and counting 11.1 During a survey at a certain school, 900 learners were asked to indicate what sport 16 marks
Marks per topic
- Functions and graphs51 marks
- Number patterns, sequences and series26 marks
- Algebra, equations and inequalities25 marks
- Differential calculus17 marks
- Probability and counting16 marks
- Finance, growth and decay15 marks
Instructions to candidates
- This question paper consists of ELEVEN questions. Answer ALL the questions.
- Clearly show ALL calculations, diagrams, graphs, et cetera that you have used in determining your answers.
- You may use an approved scientific calculator (non-programmable and non- graphical), unless stated otherwise.
- Answers only will not necessarily be awarded full marks.
- If necessary, round off answers to TWO decimal places, unless stated otherwise.
- Diagrams are NOT necessarily drawn to scale.
- Number the answers correctly according to the numbering system used in this
- An information sheet with formulae is included at the end of the question paper.
- Write neatly and legibly.
More Mathematics Grade 12 papers
Same exam, other years
- Mathematics Grade 12 Term 3 September Trial 2025 Paper 1
- Mathematics Grade 12 Term 3 September Trial 2021 Paper 1
- Mathematics Grade 12 Term 3 September Trial 2020 Paper 1
Other 2022 papers
- Mathematics Grade 12 Term 4 November 2022 Paper 1
- Mathematics Grade 12 Term 4 November 2022 Paper 2
- Mathematics Grade 12 Term 3 September Trial 2022 Paper 1 (North West)
- Mathematics Grade 12 Term 3 September Trial 2022 Paper 2 (Free State)
- Mathematics Grade 12 Term 3 September Trial 2022 Paper 2 (Gauteng)
- Mathematics Grade 12 Term 3 September Trial 2022 Paper 2
- Mathematics Grade 12 Term 3 September Trial 2022 Paper 2 (North West)
- Mathematics Grade 12 Term 2 May/June 2022 Paper 1
- Mathematics Grade 12 Term 2 June 2022 Paper 1 (Gauteng)
- Mathematics Grade 12 Term 2 June 2022 Paper 1
Questions about this paper
How many marks is the Maths Grade 12 Term 3 September Trial 2022 Paper 1?
The paper is out of 150 marks and you get 3 hours to write it.
Is there a memo for the Maths Grade 12 Term 3 September Trial 2022 Paper 1?
Yes. The marking memo is on this page as a free PDF download, next to the question paper.
Which topics carry the most marks in this paper?
Functions and graphs (51 marks), number patterns, sequences and series (26 marks) and algebra, equations and inequalities (25 marks).