Trigonometry for Anyone Studying UK A Level Year 1 Pure Math

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Yoga Rahul

2:00:04

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1 - Rightangled triangles and other triangles

1 - Rightangled triangles and other triangles.mp4

11:16

2 - Proofs Sine Rule Cosine Rules and Area of Triangle

2 - Sine Rule Proof.mp4

04:20

3 - Cosine Rule Proof.mp4

06:26

4 - Area of a Triangle Proof.mp4

02:42

3 - Examples

5 - Example 1 Trigonometric Ratios Part I.mp4

04:52

6 - Example 2 Trigonometric Ratios Part II.mp4

04:15

7 - Example 3 Sine Rule.mp4

03:03

8 - Example 4 Cosine Rule.mp4

03:34

4 - Trigonometric Values from Unit Circle

9 - Sin Graph and Cosine Graph.mp4

08:14

10 - Example.mp4

01:30

5 - Trigonometric Identities

11 - Tan theta and Sin2theta Cos2theta 1.mp4

00:53

12 - Tantheta Proof.mp4

01:29

13 - Sin2theta Cos2theta 1 Proof.mp4

02:56

14 - Examples Trig Identities Part I.mp4

04:37

15 - Examples Trig Identities Part II.mp4

04:37

6 - Trigonometric Graphs

16 - Introduction to Sin Cos and Tan graphs.mp4

05:39

17 - Example 1 Trigonometric Graphs.mp4

01:37

18 - Example 2 Trigonometric Graphs.mp4

01:33

7 - Solving Trigonometric Equations Using Graphs

19 - Example 1 Using Graphs to solve Trigonometric Equations.mp4

02:58

20 - Example 2 Using Graphs to solve Trigonometric Equations.mp4

02:41

8 - Solving Trigonometric Equations Using CAST Diagrams

21 - CAST Diagram Introduction.mp4

04:57

22 - Example 1 Solving Trig Equations Using CAST Diagrams.mp4

03:08

23 - Example 2 Solving Trig Equations Using CAST Diagrams.mp4

05:17

24 - Example 3 Solving Trig Equations Using CAST Diagrams.mp4

04:38

9 - Exam Type Questions

25 - Difficult Exam Type Question 1.mp4

03:28

26 - Difficult Exam Type Question 2.mp4

03:04

27 - Difficult Exam Type Question 3.mp4

02:55

28 - Difficult Exam Type Question 4.mp4

07:32

29 - Difficult Exam Type Question 5.mp4

05:53

Description

For all UK Exam Boards (Edexcel, OCR, AQA, and OCR MEI)

What You'll Learn?

AS and Year 1 Trigonometric Syllabus
Trigonometric Identities
Unit Circles and Trigonometric Ratios
Solving Trigonometric Equations Using Graphs
Solving Trigonometric Equations Using CAST Diagram
Trigonometric Proofs

Who is this for?

Anyone interested in working through an introductory course in trigonometry!

Anyone is planning to take A-level maths.

More details

Description
This course is for anyone studying Trigonometry in A level pure mathematics.
In this course, you will learn all the necessary theorems required for the first year in just 2 hoursâ€™ time. This includes plenty of example questions and five exam style questions from past papers.
This course covers AS Level content based on new syllabus introduced in 2017.
This course lectures are prepared at the highest quality with clear figures and graphs as you see in the free preview videos.
The aim of this course is to teach you this chapter in the shortest possible time without compromising the quality and not leaving any topics.
More than 20 example questions (including five exam-style questions) are explained. Most of these questions are the same or similar to the past paper questions.
Topics to be covered in this course:
AS and Year 1 Trigonometric Syllabus. The syllabus is covering all the necessary topics to be tested by exam boards in the UK.
Trigonometric Identities â€“ learn about the properties of triangles and right-angle triangles; trigonometric ratios; Sin, cos and tan; Proofs for Sine rule and Cosine rule; Area of triangle
Unit Circles and Trigonometric Ratios â€“ learn about sine and cosine graphs
Solving Trigonometric Equations Using Graphs
Solving Trigonometric Equations Using CAST (Cosine-All-Sine-Tan) Diagram
Trigonometric Proofs â€“ These proofs use example questions from past papers.

Who this course is for:
Anyone interested in working through an introductory course in trigonometry!
Anyone is planning to take A-level maths.

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I am teaching maths and physics for GCSE and A level students for the last fifteen years. My strength in teaching is the ability to connect real world examples to physics and maths - this makes the subjects easy to understand.I obtained a PhD in mathematical optimization from one of the top UK universities in 2012. My strong educational background in engineering and mathematics has enabled me to tailor my teaching suitable for students with different level of understanding of subjects.

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