A Detailed Guide On Trigonometry

A Complete Course on Trigonometry for students of all levels to solve any given question.

What you'll learn
Mathematics
Trigonometry
Concept building
Problem Solving

Requirements
You will learn what you need to know and no experience is required.
You will learn the basic concepts of trigonometry. This concept is aimed to built strong concepts of the subjects.

Description
The Topic of this course is Trigonometry. Trigonometry is the branch of mathematics which deals with triangles. In this course the concepts trigonometry are discussed in minute detail to built a solid foundation of the subject. The topics are broken down into bits and pieces in order to explain the logic of the subject. The course is not just about formulas or equations but also explains the logic behind them. Anyone who knows little about the subject of mathematics and want learn about trigonometry can take this course. The lectures of this course are delivered at a slower pace in order to convey each and everything so the students taking this course are required to go through each and every part of these lectures carefully and patiently. Once you have taken this course you will develop a strong grip over the subject and the only thing you will have to do is practice more and more. The content of the course includes a series of video lectures along with notes regarding the lectures. The course comprises of two section. First section consists of 12 lectures and the second section comprises of 6 lectures. Students at all levels can take this course.

Overview
Section 1: Introduction

Lecture 1 Lecture 1: Introduction

Lecture 2 Lecture 2: Basic concepts of Trigonometry

Lecture 3 Lecture 3: The Three Operators Sin, Cos & tan

Lecture 4 Lecture 4: Practice Questions

Lecture 5 Lecture 5: What is tan theta?

Lecture 6 Lecture 6: Switching Angles Switches Sides

Lecture 7 Lecture 7:How Trigonometric Ratios Are Related To Each Other

Lecture 8 Lecture 8: Mechanism Of Trigonometry & Right-angled Triangles

Lecture 9 Lecture 9: Intro How The Values Of Trig. Ratios Were Initially Calculated

Lecture 10 Lecture 9 Part 2: Brief History of How Trigonometric Ratios Were Calculated

Lecture 11 Lecture 10: Pythagoras Theorem

Lecture 12 Lecture 11 Part 1: Introduction to Trigonometric Functions

Lecture 13 Lecture 11 Part 2: "Trigonometric Functions" What is a Function?

Lecture 14 Lecture 11 Part 3: Trigonometric Functions for 0 to 90 Degrees

Lecture 15 Lecture 11 Part 4: Inclined Line On X & Y Axis

Lecture 16 Lecture 11 Part 5: Plotting Values for Graphs of Sines & Cosines

Lecture 17 Lecture 11 Part 6: Graphs Of Tan Theta

Lecture 18 Lecture 12 Trigonometric Identities: Introduction

Lecture 19 Lecture 12 Trigonometric Identities: First Trigonometric Identity

Lecture 20 Lecture 12 Trigonometric Identities: Second Trigonometric Identity

Lecture 21 Lecture 12 Trigonometric Identities: Third Trigonometric Identity

Lecture 22 Lecture 12 Trigonometric Identities: Fourth Trigonometric Identity

Lecture 23 Lecture 12 Trigonometric Identities: Fifth Trigonometric Identity

Lecture 24 Lecture 12 Trigonometric Identities: Sixth Trigonometric Identity

Section 2: Section 2: Derivations

Lecture 25 Introduction

Lecture 26 Section 2 Part 1: Laws Of Cosines First Lecture

Lecture 27 Section 2 Part 1: Laws Of Cosines Second Lecture

Lecture 28 Section 2 Part 1: Laws Of Cosines Third Lecture

Lecture 29 Section 2 Part 1: Example Laws Of Cosines Fourth Lecture

Lecture 30 Section 2 Part 1: Example Laws Of Cosines Fifth Lecture

Lecture 31 Section 2 Part 2: Laws Of Sines

Lecture 32 Section 2 Part 3: Area Of a Triangle

Lecture 33 Section 2 Part 4: Heron's Formula

Lecture 34 Section 2 Part 5: Half & Double Angle Formulas

Lecture 35 Section 2 Part 5: Half & Double Angle Formulas Example

Students and Professionals,It is especially for those who want to have a good grip of the subject that can help them throughout their career. Those at beginners level can also take this course because the concepts are discussed from basics to minute details.

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