This page has every Mathematics N3 April paper we have, from 2016 to 2021: 5 question papers and 4 memos in 23 PDFs. Files are in Afrikaans. The newest year is first. Each paper shows the first page of questions, its marks and time, and what the questions cover.
Mathematics N3 April papers by year
Topics that come up most in Mathematics N3 April
Counted from the questions in the papers on this page: how many papers each topic appears in, and its average marks.
Topic Papers Average marks
Functions and graphs 5 27 Algebra, equations and inequalities 5 25 Euclidean geometry 4 29 Analytical geometry 4 18 Trigonometry 1 17
Mathematics N3 April 2021 question papers and memos
April 2021
Maths N3 April 2021 question paper
100 marks · 3 hours · 6 pages · 6 questions
What is in this paper (6 questions)
Q1
Algebra, equations and inequalities 1.1 Factorise as far as possible in prime factors: 18 marks
Q2
Algebra, equations and inequalities 2.1 Simplify the expression: 12 marks
Q3
Algebra, equations and inequalities 3.1 Make ������ the subject of the formula: 16 marks
Q4
Analytical geometry FIGURE 1 shows a straight line, AB, with A on the y-axis and B on the x-axis. AB is extended 18 marks
Q5
Functions and graphs 5.1 FIGURE 2 below represent a sketch of the graph defined by ������(������) = 2������2 + 8������ − 10. 16 marks
Q6
Euclidean geometry 6.1 Prove that √1+2������������������������+������������������2������ = 1 20 marks
Instructions to candidates Answer all the questions. Read all the questions carefully. Number the answers according to the numbering system used in this question paper. Questions may be answered in any order, but sub-questions must remain together. Show all calculations and intermediary steps. Do all graph work in the answer book, not on graph paper. Round all final answers off to three decimal places. Diagrams are not drawn to scale. Use only a black or blue pen. Write neatly and legibly. (16030143) -3-
Mathematics N3 April 2020 question papers and memos
April 2020
Maths N3 April 2020 question paper
100 marks · 3 hours · 6 pages · 6 questions
What is in this paper (6 questions)
Q1
Algebra, equations and inequalities 1.1 Factorise the following expression completely: 15 marks
Q2
Functions and graphs 2.1 Simplify the following: 14 marks
Q3
Euclidean geometry 3.1 The sum of the reciprocals of two consecutive odd numbers is 12 . Find the numbers. 15 marks
Q4
Analytical geometry The quadrilateral ABCD is shown in FIGURE 1. The vertices of quadrilateral ABCD are as 18 marks
Q5
Functions and graphs 5.1 Draw the graph of the following equation in the ANSWER BOOK. Calculations need 17 marks
Q6
Euclidean geometry 6.1 Use basic trigonometric identities to prove that: 21 marks
Instructions to candidates Answer all the questions. Read all the questions carefully. Programmable calculators are not allowed for this question paper. Number the answers according to the numbering system used in this question paper. Questions may be answered in any order, but keep subsections together. Show all calculations and intermediate steps. All graph work in the question paper must be done in the answer book. All final answers must be accurately rounded off to three decimal places. Diagrams are not drawn to scale. Write neatly and legibly. (16030143) -3-
Mathematics N3 April 2019 question papers and memos
April 2019
Maths N3 April 2019 question paper
100 marks · 3 hours · 7 pages · 6 questions
The memo for this paper is not available yet.
What is in this paper (6 questions)
Q1
Determine the value of aif f (x) x ax x5 is divided by x2 and gives a 17 marks
Q2
Algebra, equations and inequalities log2(x1) log(x1) 2 (6) 16 marks
Q3
Algebra, equations and inequalities 3.1 When 1 is added to the numerator and the denominator of a fraction, the fraction 14 marks
Q4
Euclidean geometry 4.1 Calculate the value of p and q if M is the midpoint of line segment AB in FIGURE A 22 marks
Q5
Functions and graphs 5.1 Sketch the graph of 25x2 4y2 100 in the ANSWER BOOK. Indicate clearly any 14 marks
Q6
Euclidean geometry 6.1 Use trigonometric identities to prove that: 17 marks
Instructions to candidates Answer ALL the questions. Read ALL the questions carefully. Number the answers according to the numbering system used in this question paper. Questions may be answered in any order but keep subsections together. Show ALL calculations and intermediate steps. Do ALL graph work in the ANSWER BOOK. NO graph paper needed. Accurately approximate ALL final answers rounded off to THREE decimal places. Diagrams are NOT drawn to scale. Write neatly and legibly. (16030143) -3- T1010(E)(A2)T
Mathematics N3 April 2018 question papers and memos
April 2018
Maths N3 April 2018 question paper
100 marks · 3 hours · 6 pages · 6 questions
What is in this paper (6 questions)
Q1
Algebra, equations and inequalities 1.1 Factorise the following as far as possible in prime factors: 18 marks
Q2
Functions and graphs Solve for x in the following equations: 12 marks
Q3
3.1 John runs from A to B uphill with an average speed of 8 km/h, and returns from B to 15 marks
Q4
Analytical geometry In FIGURE 1 below ABC is a triangle with the vertices A (0 ; 8), B (1 ; 0) and C (4 ; 0). BD, a 15 marks
Q5
Functions and graphs 5.1 Draw the graph defined by 25 4 1. (3) 19 marks
Q6
Euclidean geometry 6.1 Calculate the values of A that will satisfy the following equation for 0 A 360: 21 marks
Instructions to candidates Answer ALL the questions. Read ALL the questions carefully. Number the answers according to the numbering system used in this question paper. Questions may be answered in any order, but subsections of questions must be kept together. Show ALL calculations and the intermediary steps. ALL graph work must be done in the ANSWER BOOK. No graph paper needed. ALL final answers must be accurately approximated to THREE decimal places. Diagrams are NOT drawn to scale. Write neatly and legibly. (16030143) -3- T940(E)(M26)T
Mathematics N3 April 2016 question papers and memos
April 2016
Maths N3 April 2016 question paper
100 marks · 3 hours · 6 pages · 6 questions
What is in this paper (6 questions)
Q1
Algebra, equations and inequalities 1.1 Factorise the following expressions as far as possible in prime factors: 17 marks
Q2
Functions and graphs 2.1 Simplify the following: 16 marks
Q3
Functions and graphs 3.1 Solve for x by completing the square: 15 marks
Q4
Analytical geometry 4.1 Consider FIGURE A below. DABC is an isosceles triangle with AB =BC and 21 marks
Q5
Functions and graphs 5.1 Draw the graph defined by the equation: 3x2 + 3y2 = 27 (2) 14 marks
Q6
Trigonometry 6.1 Prove the following trigonometric identity: 17 marks
Instructions to candidates Answer ALL the questions. Read ALL the questions carefully. Number the answers according to the numbering system used in this question paper. Questions may be answered in any order but subsections of questions must NOT be separated. Show ALL the calculations and intermediary steps. ALL final answers must be accurately approximated to THREE decimal places. ALL graph work must be done in the ANSWER BOOK. Graph paper is NOT supplied. Diagrams are NOT drawn to scale. Write neatly and legibly. (16030143) -3- T950(E)(A1)T
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Questions about these papers
Which years of Maths N3 April papers are on this page? Papers from 2021, 2020, 2019, 2018, 2016. The newest year is at the top.
How many marks is the Maths N3 April paper? The paper is usually out of 100 marks and you get 3 hours to write it.
Are the memos included? Yes. 4 of the 5 papers on this page have their marking memo next to the question paper.
Which topics come up most in these papers? Functions and graphs, algebra, equations and inequalities and euclidean geometry, based on 5 papers on this page.
