A-level Pure Mathematics

[nieriorefasow63]

A-level Pure Mathematics

Published 8/2024
Created by Behrooz Moniri
MP4 | Video: h264, 1280x720 | Audio: AAC, 44.1 KHz, 2 Ch
Genre: eLearning | Language: English | Duration: 87 Lectures ( 20h 35m ) | Size: 7.43 GB

A-level Pure Mathematics

What you'll learn:
1 - Algebraic Methods - partial fractions and algebraic division
2 - Functions & Graph transformations, modulus function and more
3 - Arithmetic and Geometric Sequences & Series, sum of series and sum to infinity
4 - Advanced Binomial Expansion
5 - Radians, Small angle approximation
6 - Trigonometric Functions: Secant, cosecant, and cotangent and their inverses and Trig. Identities involving those
7 - Trigonometry & Modelling with Double Angle Formula (addition and subtraction) formula for Sin, Cos and Tan
8 - Parametric Equations
9 - Differentiation, from first principles, differentiating exponentials and logs, trig functions, chain rule, product rule and quotient rule
10 - Numerical Methods
11 - Integration
12 - Vectors

Requirements:
AS - level or basic understanding of Trigonometry
IGCSE or GCSE Mathematics

Description:
These videos are for A2 level pure maths, so if you are taking AS level maths this course is for you next year. Please find AS-level video suitable for your needs. This course does not guarantee success at A2-level mathematics, but it does increase your chances. I have taught A-level mathematics as well as the IB programme mathematics in Italy and Spain. I have taught maths in English based school and my students have had very good results in the past because they worked hard and they complemented what I showed them with practice and exercises from their text book. If you want to take this course please ensure that you also complement it with the work required on your behalf. In this course I will explain all the concepts from the Pure book only, in the order that the book covers the material. One video corresponds to one exercise from the book. The examples used in these lectures are identical to those from the course but I do explain the theory in more detail than the book and add some complementary material for you to work with too. I suggest you download them as they include the example questions that I will be solving and you can solve them along as you pause the video.

Who this course is for:
Ideal for A-level mathematics students in year 12-13 in British Curriculum (16-18) years of age.
Students taking IB program Higher Level and other English based Curriculum requiring advanced knowledge of Trignometry


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