Master the art of simplifying trigonometric expressions with this comprehensive 28-minute video tutorial. Learn practical applications and tips for tackling 24 different examples of trigonometric simplification using identities. Follow along as the instructor, who once struggled with math, breaks down each problem step-by-step, providing clear explanations and solutions. Benefit from timestamps for easy navigation, and take note of important corrections for Examples #20 and #21. Enhance your understanding of trigonometric concepts and improve your problem-solving skills in this accessible and informative lesson.
Overview
Syllabus
Intro.
Example #1.
Example #2.
Example #3.
Example #4.
Example #5.
Example #6 .
Example #7.
Example #8.
Example #9.
Example #10.
Example #11.
Example #12.
Example #13.
Example #14.
Example #15.
Example #16.
Example #17 .
Example #18 .
Example #19 .
Example #20.
Example #21.
Example #22 .
Example #23 .
Example #24 .
In Example #20, sec^2x is equal to (tan^2x + 1). So final answer: -5(tanx-secx).
In Example #21, final answer is cos^2 and not tan^2.
Taught by
Brian McLogan
Related Courses
-
Calculus - Trigonometric Integrals, Stewart Calculus Solution, 7th ET Edition
-
Mathematics XI Part-I
3.0 -
High School Trigonometry Textbook
-
Ohio End of Course Exam - Integrated Math II: Test Prep & Practice
-
Double-Angle, Product-to-Sum, and Sum-to-Product Identities
-
Solving Trigonometric Equations Using Square Roots and Identities - Practice Test Full Solutions
