What You’ll Learn
  • Fundamentals of Trigonometry – Angles
  • radians
  • degrees
  • and trigonometric functions
  • Evaluating Trig Expressions – Unit circle
  • reference angles
  • inverse trig functions
  • Trigonometric Identities – Pythagorean
  • reciprocal
  • quotient
  • sum
  • and double-angle identities
  • Real-World Applications
  • Problem-Solving Skills – Step-by-step techniques for simplifying and proving expressions

Requirements

  • Basic Algebra Knowledge
  • No Prior Trigonometry Experience Needed

Description

A Complete Step-by-Step Guide to Understanding and Applying Trigonometry

This course provides a comprehensive and structured approach to mastering trigonometry, covering everything from fundamental concepts to advanced problem-solving techniques. Whether you are a student preparing for exams, an aspiring engineer, or a professional looking to refine your mathematical skills, this course will help you develop a deep understanding of trigonometry and its real-world applications.

What You’ll Learn:

Basic Trigonometry

  • Introduction to angles, radians, and degrees

  • Understanding coterminal angles and reference angles

  • Converting between decimal degrees and DMS

  • Working with the unit circle and memorizing key values

  • Arc length, sector area, and angular velocity calculations

Evaluating Trigonometric Expressions

  • The six trigonometric functions and their properties

  • Solving right triangles using trigonometric ratios

  • Using reciprocal, quotient, and Pythagorean identities

  • Evaluating trig functions using special right triangles

  • Applying reference angles and periodic properties

  • Solving inverse trigonometric functions

Trigonometric Identities and Equations

  • Graphing sine, cosine, and tangent functions

  • Verifying and proving trigonometric identities

  • Understanding sum, difference, double-angle, and half-angle identities

  • Using power-reducing and product-to-sum formulas

  • Solving trigonometric equations for all solutions

Trigonometric Applications

  • Solving triangle problems using the Law of Sines and Cosines

  • Finding triangle area using Heron’s formula

  • Applying trigonometry to bearings, navigation, and vector calculations

  • Converting between polar and rectangular equations

  • Using De Moivre’s theorem for complex numbers

  • Calculating the dot product of vectors and understanding their properties

Who is This Course For?

  • High school and college students looking to strengthen their understanding of trigonometry

  • STEM students and professionals applying trigonometry in physics, engineering, and mathematics

  • Educators and tutors seeking a structured approach to teaching trigonometry

  • Anyone interested in improving their problem-solving skills and mathematical reasoning

Why Take This Course?

  • Comprehensive coverage of all key trigonometry concepts, from fundamentals to applications

  • Step-by-step explanations with detailed examples and problem-solving strategies

  • Real-world applications to help connect theoretical knowledge with practical use cases

  • Clear, structured lessons designed for both beginners and those looking to refine their skills

By the end of this course, you will have a strong foundation in trigonometry and the ability to apply its principles effectively in academic and professional settings.

Who this course is for:

  • High School & College Students – Looking to master trigonometry for coursework
  • exams
  • or standardized tests (SAT
  • ACT
  • GRE
  • etc.)
  • Self-Learners & Math Enthusiasts – Those who enjoy learning math and want to enhance their problem-solving skills
  • STEM Enthusiasts & Aspiring Engineers – Anyone interested in physics
  • engineering
  • or computer graphics that require a strong grasp of trigonometry
  • Teachers & Tutors – Looking for a structured approach to teaching trigonometry effectively
Courses

Course Includes:

  • Price: FREE
  • Enrolled: 21 students
  • Language: English
  • Certificate: Yes

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