Trigonometry basics for beginners

Description

Learn the basics of trigonometry and its applications. This course offers easy to understand step-by-step explanations and calculation walkthroughs. Take the complications out of trigonometry by understanding the different methods to solving right-angled triangles and non-right angled triangles. By the time you have completed this course, you will have a firm understanding of the basics of trigonometry.

I have created this course for students to have a place where they can learn, understand, and excel in Trigonometry in order to have a strong foundation for more advanced courses like Calculus. The course consists of an extensive curriculum teaching you different essential concepts and skills

This course includes:

· A description of what trigonometry is

· The three basic trigonometric ratios

· Finding unknown lengths in right-angled triangles

· Finding unknown angles in right-angled triangles

· The Theorem of Pythagoras

· The Unit Circle

· Special Angles

· Negative Angles

· Co-ratios

· Trigonometric Identities

· Trigonometric ratios in the Cartesian plane

· Trigonometric Equations: General solution

· Trigonometric Equations: Specific solution

· Sine Rule

· Cosine Rule

· Area Rule

This is a basic course and offers the advantage of anyone with a basic understanding of linear equations and algebra to learn trigonometry.

This course will be updated periodically and it can be taken by all students who have trigonometry as a part of their curriculum as well as teachers who wish to improve their teaching skills and make learning fun for their students.

Happy learning!

What You Will Learn!

• Trigonometry
• Trigonometric ratios
• Trigonometric functions
• Trigonometric identities
• Trigonometric equations
• Unit circle
• Theorem of Pythagoras
• Finding angles in triangles
• Finding sides in triangles
• Negative angles
• Reduction formula
• Special angles
• Solving triangles that are non right angles
• Co ratios
• Sine rule
• Cosine rule
• Area rule

Who Should Attend!

• Students of all ages
• Mathematics students
• High school mathematics
• College mathematics

TAKE THIS COURSE