GMAT Focus | Quantitative| Master Math Course | 2026 Updated
Nadeem Arain
5.0 (853)·55h 15m · 544 lectures
$3.00$12–$199up to −98%
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A-Level Further Maths: Core Pure 2
Master the Core Pure 2 content from A-level Further Maths, and practice on real past paper exam questions.
5.012 reviews84 learners
- All Levels
- 16h 22m video
- 99 lectures
- English
- Captions
- Updated 2025
Taught by Woody Lewenstein
- 16h 22m of on-demand video
- 99 lectures across 8 sections
- One-off payment — no subscription
- Lifetime access on web and mobile
- Closed captions (English)
Curriculum
8 sections99 lectures16h 22m total
- Introduction1:17
- Exponential Form of a Complex Number7:59
- Multiplication and Division of Complex Numbers in Exponential Form10:53
- Optional - Justification of Exponential Form6:40
- De Moivre's Theorem - Intro8:48
- Applications of De Moivre's Theorem - Part 110:36
- Applications of De Moivre's Theorem - Part 214:21
- Applications of De Moivre's Theorem - Part 317:12
- Applications of De Moivre's Theorem - Part 417:27
- A Clever Trick with Exponentials8:43
- Sums of Series of Complex Numbers - Part 19:47
- Sums of Series of Complex Numbers - Part 217:53
- Sums of Series of Complex Numbers - Part 316:06
- Sums of Series of Complex Numbers - Part 46:16
- Roots of Unity9:17
- Sums of Roots of Unity7:47
- Finding the Roots of Any Complex Complex16:22
- Polygons13:05
- Complex Numbers - Exam Problems13:21
- Complex Numbers - Past Paper Question Pack0:00
- The Method of Differences - Part 115:50
- The Method of Differences - Part 28:55
- The Method of Differences - Part 313:28
- Higher Derivatives8:38
- Maclaurin Series - Derivation11:01
- Maclaurin Series - Part 113:48
- Maclaurin Series - Part 211:02
- Standard Results for Maclaurin Series12:30
- Maclaurin Series - Exam Problems7:24
- Series - Past Paper Question Pack0:00
- Introduction to Improper Integrals6:49
- Limit Notation in Improper Integrals12:56
- Convergent vs Divergent Integrals8:56
- The Mean Value of a Function - Derivation5:58
- Calculating the Mean Value of a Function7:27
- The Mean Value of a Transformed Function3:41
- Derivatives of Inverse Trig Functions8:01
- Differentiating Inverse Trig Functions with the Chain Rule3:58
- Functions that Integrate to Inverse Trig Functions - Part 17:07
- Functions that Integrate to Inverse Trig Functions - Part 28:31
- Integrating Inverse Trig Functions4:33
- Partial Fractions with Inverse Trig Integrals - Part 110:49
- Partial Fractions with Inverse Trig Integrals - Part 25:09
- Methods in Calculus - Past Paper Question Pack0:00
- Volumes of Revolution17:02
- Volumes of Revolution About the Y-Axis8:40
- Parametric Volumes of Revolution12:21
- Modelling with Volumes of Revolution6:33
- Volumes of Revolution - Past Paper Question Pack0:00
- Introduction to Polar Coordinates7:32
- Converting Between Polar and Cartesian10:50
- Sketching Polar Curves3:30
- Differentiating Polar Curves - Part 114:32
- Differentiating Polar Curves - Part 210:35
- Integrating Polar Curves - Derivation11:17
- Integrating Polar Curves - Part 112:38
- Integrating Polar Curves - Part 216:38
- Polar Coordinates - Exam Problems13:23
- Polar Coordinates - Past Paper Question Pack0:01
About this course
A-Level Further Maths: Core Pure 2 is a course for anyone studying A-Level Further Maths. This course covers all the content in the second Core Pure paper. The course has been modelled around the Edexcel exam board, but it matches all the content in OCR as well. It's also a great option for anyone looking to learn more advanced pure mathematics. The main sections of the course are: - Complex Numbers - we expand what we know about complex numbers, looking at exponential form, De Moivre's Theorem, and how to use c…
Before you start
- A good understanding of A-Level Maths and AS Level Further Maths (or equivalent)
- Key prior knowledge: calculus (with polynomials, exponentials, logs and trig), basic knowledge of complex numbers.
Who it’s for
- People studying A-Level Further Maths
- People who want to learn some more advanced pure mathematics
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