Master Trigonometry For Cambridge IgcseGcse 0580 Extended

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Published 5/2025
MP4 | Video: h264, 1920x1080 | Audio: AAC, 44.1 KHz
Language: English | Size: 1008.89 MB | Duration: 7h 9m

Comprehensive Trigonometry Course for Cambridge IGCSE/GCSE (0580) students, fully Updated for 2025 onwards Exams.


What you'll learn
Understand and apply basic Trigonometric ratios (sine, cosine, tangent) in right-angled triangles
Solve real-life problems involving height and distance using Trigonometry
Work confidently with angles of elevation and depression
Use the sine and cosine rules to solve problems in non-right-angled triangles
Apply the area formula for triangles using Trigonometry
Interpret and use Trigonometric graphs and values
Solve equations involving Trigonometric functions
Learn tips and tricks to approach Trigonometry questions faster and more accurately in the IGCSE/GCSE exam
Practice a wide variety of exam-style questions with step-by-step solutions
Boost confidence and improve accuracy in solving Trigonometry problems
Requirements
Basic Primary school Mathematics
A scientific calculator
Math geometry equipment (Ruler, protractor and set of compasses)
Description
Master Trigonometry for Cambridge IGCSE/GCSE 0580 Extended Exam: A Complete Trigonometry CourseA Comprehensive Self-Study Course for UK and International (IGCSE) Mathematics Learners Globally.Are you struggling with trigonometry? Don't worry-many students feel the same way at first. But with the right guidance, mastering trigonometry can be much easier than you think! This comprehensive course is designed to help you confidently understand and solve trigonometry problems step by step.Why Choose This Course?Specifically tailored for Cambridge IGCSE/GCSE Mathematics (0580) Extended curriculum, this course is fully updated for the latest 2025 exam syllabus. Whether you're tackling calculator or non-calculator questions, you'll be thoroughly prepared.What Will You Learn?We'll cover all essential trigonometry topics, including:-Introduction to Trigonometric Ratios-Finding the Length of a Triangle's Side-Calculating Unknown Angles in Triangles-The Sine Rule-The Cosine Rule-Bearings-3D Problems in Trigonometry-Trigonometric Graphs-Solving Trigonometric Equations-Step-by-Step Solutions to Past Paper ProblemsWith over 80 video lessons, engaging quizzes, and practical assignments, you'll gain the confidence to solve problems with ease and strengthen your problem-solving skills.Who Is This Course For?-Anyone interested in revising or learning the basics of Trigonometry-Anyone who wants to excel at IGCSE/GCSE exams-Someone looking to enhance your math skillsWhat Makes This Course Unique?-Concepts are taught in a logical, easy-to-follow order.-Questions are designed in the style of IGCSE/GCSE exams to build your confidence.-Step-by-step problem-solving techniques to simplify even the toughest questions.-Fully solved past paper questions from previous years included for thorough exam preparation.-Expected and likely exam questions added to help you focus on high-yield topics.-Tips and tricks shared to solve questions quickly and accurately.-Includes mental math techniques where applicable.-Clear explanations using visuals, examples, and shortcuts to strengthen understanding.-Ideal for self-paced learners with lifetime access to revisit concepts anytime.-Regular updates and additions based on student feedback and latest exam trends.Requirements-Basic Primary school Mathematics-A scientific calculator-Maths geometry equipment (Ruler, protractor and set of compasses)With this course you'll also get:-Full lifetime access to the course-Complete support for any question, clarification or difficulty you might face on the topic-Certificate of Completion available for downloadFeel free to contact me with any questions or clarifications you might have.I look forward to seeing you in the course! :)
Overview
Section 1: Introduction
Lecture 1 Introduction
Lecture 2 Important Instructions
Section 2: Introduction to Trig Ratios
Lecture 3 Introduction to Trig Ratios
Lecture 4 SOH CAH TOA
Section 3: Finding Length of the side of a Triangle
Lecture 5 Finding Length of the side of a Triangle (Part 1)
Lecture 6 Finding Length of the side of a Triangle (Part 2)
Lecture 7 Finding Length of the side of a Triangle (Part 3)
Lecture 8 Finding Length of the side of a Triangle (Part 4)
Lecture 9 Finding Length of the side of a Triangle (Part 5)
Section 4: Finding an unknown angle of a Triangle
Lecture 10 Finding an unknown angle of a Triangle (Part 1)
Lecture 11 Finding an unknown angle of a Triangle (Part 2)
Lecture 12 Finding an unknown angle of a Triangle (Part 3)
Section 5: The Sine Rule
Lecture 13 The Sine Rule (Part 1)
Lecture 14 The Sine Rule (Part 2)
Lecture 15 The Sine Rule (Part 3)
Lecture 16 The Sine Rule (Part 4)
Section 6: The Cosine Rule
Lecture 17 The Cosine Rule (Part 1)
Lecture 18 The Cosine Rule (Part 2)
Lecture 19 The Cosine Rule (Part 3)
Lecture 20 The Cosine Rule (Part 4)
Section 7: Bearings
Lecture 21 Bearings Introduction (Part 1)
Lecture 22 Solutions to quiz 1
Lecture 23 Bearings Introduction (Part 2)
Lecture 24 Bearings Introduction (Part 3)
Lecture 25 Bearings Introduction (Part 4)
Lecture 26 Bearings Introduction (Part 5)
Lecture 27 Bearings Introduction (Part 6)
Lecture 28 Bearings Introduction (Part 7)
Lecture 29 Bearings Introduction (Part 8)
Lecture 30 Bearings Introduction (Part 9)
Lecture 31 Bearings Introduction (Part 10)
Lecture 32 Bearings Introduction (Part 11)
Lecture 33 Bearings Introduction (Part 12)
Lecture 34 Bearings Introduction (Part 13)
Lecture 35 Bearings Introduction (Part 14)
Lecture 36 Solutions to quiz 2
Section 8: Three-dimensional Problems
Lecture 37 Three-dimensional Problems Part 1
Lecture 38 Three-dimensional Problems Part 2
Lecture 39 Three-dimensional Problems Part 3
Lecture 40 Three-dimensional Problems Part 4
Lecture 41 Three-dimensional Problems Part 5
Lecture 42 Three-dimensional Problems Part 6
Lecture 43 Three-dimensional Problems Part 7
Lecture 44 Three-dimensional Problems Part 8
Lecture 45 Three-dimensional Problems Part 9
Lecture 46 Three-dimensional Problems Part 10
Lecture 47 Three-dimensional Problems Part 11
Lecture 48 Three-dimensional Problems Part 12
Lecture 49 Practice Problems 1 (text lecture)
Lecture 50 Solutions to Practice Problems 1 (text lecture)
Lecture 51 Practice Problems 2 (text lecture)
Lecture 52 Solutions to Practice Problems 2 (text lecture)
Section 9: Trigonometric Graphs
Lecture 53 Concept of Unit circle
Lecture 54 Trigonometric Graphs part 1
Lecture 55 Trigonometric Graphs part 2
Lecture 56 Trigonometric Graphs part 3
Lecture 57 Questions based on Trig Graphs Part 1
Lecture 58 Questions based on Trig Graphs Part 2
Lecture 59 Questions based on Trig Graphs Part 3
Section 10: Trigonometric Equations
Lecture 60 Trigonometric Equations Part 1
Lecture 61 Trigonometric Equations Part 2
Lecture 62 Trigonometric Equations Part 3
Lecture 63 Trigonometric Equations Part 4
Lecture 64 Trigonometric Equations Part 5 (Practice Questions)
Lecture 65 Exact Trigonometric Values Part 1
Lecture 66 Exact Trigonometric Values Part 2
Lecture 67 Solving Trig Equations without Calculators & Graphs
Lecture 68 Solving Trig Equations without Graphs (Using Calculators)
Section 11: More Practice Questions
Lecture 69 Practice Questions Part 1
Lecture 70 Solutions Part 1
Lecture 71 Practice Questions Part 2
Lecture 72 Solutions Part 2
Lecture 73 Practice Questions Part 3
Lecture 74 Solutions Part 3
Section 12: Special Section on past paper problems and solutions
Lecture 75 IGCSE Specimen Paper 2025 Paper 4
Lecture 76 Pearson Edexcel IGCSE 7 June 2023 Paper 2
Lecture 77 Pearson Edexcel IGCSE June 2023 Paper 2
Lecture 78 Pearson Edexcel IGCSE February/march 2021
Lecture 79 IGCSE Specimen Paper 2025 Paper 4
Lecture 80 IGCSE Q23 March 2021 Paper 2
Students preparing for the Cambridge IGCSE 0580 or GCSE Extended Mathematics exam,Learners who want a clear and complete understanding of Trigonometry topics,Students aiming to strengthen their problem-solving skills and boost exam confidence,Those struggling with concepts like sine, cosine, tangent, and Trigonometric rules,Learners who want to master both basic and advanced Trigonometry in a structured way,Anyone looking for step-by-step explanations and exam-style practice questions,Parents and tutors who want to support their students with high-quality learning resources

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