What you'll learn
How to find past papers and how to use them
Tips and Tricks to give you more confidence and time in your exam
Work through a past paper and more similar question
Gain confidence in answering Gr 12 Math P1 exam questions

Requirements
Currently enrolled in or past Gr 12 Mathematics (South Africa)

Description
Welcome to the comprehensive course designed to prepare you for excellence in your Grade 12 Mathematics Paper 1 examination, specifically working through the November 2022 final exams. With an in-depth exploration of key mathematical concepts, this course will empower you with the knowledge, strategies, and confidence to excel in your Math P1 exam.Our journey begins with a thorough exploration of equation-solving techniques. You will master the art of solving linear, quadratic, and higher-order equations, honing your problem-solving skills and gaining a solid foundation for the mathematical challenges that lie ahead.Next, we delve into the world of sequences and series. You'll learn to decipher arithmetic and geometric progressions, understanding their properties and applications. Through engaging exercises and real-world examples, you'll grasp the significance of patterns and how to calculate sums of series with ease.The course then shifts focus to functions and graphs. You'll explore the intricacies of various functions, including linear, quadratic, exponential, and trigonometric functions. We'll demystify graphing techniques, helping you visualize and interpret functions graphically, a crucial skill for your exam.Financial mathematics takes centre stage, where you'll navigate the complexities of interest, investments, loans, and annuities. Practical scenarios will equip you with the tools to make informed financial decisions and solve mathematical problems related to personal finance and investments.Lastly, we'll tackle statistics, empowering you with the ability to analyze and interpret data. You'll gain proficiency in data representation, measures of central tendency, dispersion, and probability concepts. Real-world data sets will sharpen your statistical reasoning and problem-solving abilities.Throughout this course, you'll benefit from comprehensive lessons, interactive exercises, and dedicated support to ensure your readiness for the Grade 12 Mathematics Paper 1 examination. Join us on this educational journey to build a strong mathematical foundation and secure success in your exams and future endeavours.

Overview
Section 1: Introduction

Lecture 1 Introduction

Section 2: Tips and Tricks

Lecture 2 Tips and tricks

Lecture 3 Where to find past papers

Section 3: Question 1

Lecture 4 Question 1.1.1 Mathematics P1 November 2022

Lecture 5 Question 1.1.2 Mathematics P1 November 2022

Lecture 6 Question 1.1.3 Mathematics P1 November 2022

Lecture 7 Question 1.1.4 Mathematics P1 November 2022

Lecture 8 Question 1.2 Mathematics P1 November 2022

Lecture 9 Question 1.3 Mathematics P1 November 2022

Lecture 10 Question 1.4 Mathematics P1 November 2022

Section 4: Question 2

Lecture 11 Question 2.1.1 Mathematics P1 November 2022

Lecture 12 Question 2.1.2 Mathematics P1 November 2022

Lecture 13 Question 2.1.3 Mathematics P1 November 2022

Lecture 14 Question 2.2 Mathematics P1 November 2022

Section 5: Question 3

Lecture 15 Question 3.1 Mathematics P1 November 2022

Lecture 16 Question 3.2 Mathematics P1 November 2022

Lecture 17 Question 3.3 Mathematics P1 November 2022

Lecture 18 Question 3.4 Mathematics P1 November 2022

Section 6: Question 4

Lecture 19 Question 4.1.1 Mathematics P1 November 2022

Lecture 20 Question 4.1.2 Mathematics P1 November 2022

Lecture 21 Question 4.1.3 Mathematics P1 November 2022

Lecture 22 Question 4.1.4 Mathematics P1 November 2022

Lecture 23 Question 4.1.5 Mathematics P1 November 2022

Lecture 24 Question 4.2.1 Mathematics P1 November 2022

Lecture 25 Question 4.2.2 Mathematics P1 November 2022

Lecture 26 Question 4.2.3 Mathematics P1 November 2022

Lecture 27 Question 4.2.4 Mathematics P1 November 2022

Lecture 28 Question 4.2.5 Mathematics P1 November 2022

Section 7: Question 5

Lecture 29 Question 5.1 Mathematics P1 November 2022

Lecture 30 Question 5.2 Mathematics P1 November 2022

Lecture 31 Question 5.3 Mathematics P1 November 2022

Lecture 32 Question 5.4 Mathematics P1 November 2022

Lecture 33 Question 5.5 Mathematics P1 November 2022

Section 8: Question 6

Lecture 34 Question 6.1 Mathematics P1 November 2022

Lecture 35 Question 6.2 Mathematics P1 November 2022

Lecture 36 Question 6.3.1 Mathematics P1 November 2022

Lecture 37 Question 6.3.2 Mathematics P1 November 2022

Section 9: Question 7

Lecture 38 Question 7.1 Mathematics P1 November 2022

Lecture 39 Question 7.2 Mathematics P1 November 2022

Lecture 40 Question 7.3 Mathematics P1 November 2022

Section 10: Question 8

Lecture 41 Question 8.1 Mathematics P1 November 2022

Lecture 42 Question 8.2.1 Mathematics P1 November 2022

Lecture 43 Question 8.2.2 Mathematics P1 November 2022

Lecture 44 Question 8.3.1 Mathematics P1 November 2022

Lecture 45 Question 8.3.2 Mathematics P1 November 2022

Section 11: Question 9

Lecture 46 Question 9

Section 12: Question 10

Lecture 47 Question 10.1.1 a Mathematics P1 November 2022

Lecture 48 Question 10.1.1 b Mathematics P1 November 2022

Lecture 49 Question 10.1.2 Mathematics P1 November 2022

Lecture 50 Question 10.1.3 Mathematics P1 November 2022

Lecture 51 Question 10.2.1 Mathematics P1 November 2022

Lecture 52 Question 10.2.2 Mathematics P1 November 2022

Section 13: End of course evaluation

Section 14: Next Steps

Lecture 53 Next Steps

Section 15: BONUS Lecture

Lecture 54 Bonus Lecture

Grade 12 students in South Africa

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