General solutions requires a solid foundation on the following subtopics
1. Trigonometric identities
2. Factorization methods
Size: 2.07 MB
Language: en
Added: Oct 27, 2025
Slides: 12 pages
Slide Content
MATHEMATICS GRADE 12 TRIGONOMETRY
LET’S SEE HOW MUCH YOU STILL REMEMBER . INSTRUCTIONS: Form groups of five and take out your devices or gadgets. One device per group. Make sure you are connected. Search for Kahoot it login on your browser. Enter login PIN(203 6172) Answer all questions as quickly as possible. GAMES ON!!!! INTRODUCTION
LESSON OUTCOMES BY THE END OF THIS LESSON YOU SHOULD BE ABLE TO: Interpret the concept of general solutions involving double and compound-angle identities. Determine general solutions in trigonometric equations involving double and compound angles. Integrate different factorization methods to solve trigonometric equations.
GENERAL SOLUTIONS INVOLVING DOUBLE AND COMPOUND ANGLES The concepts of double and compound angle identities must be integrated when determining a general solution.
STEPS FOR DETERMINING GENERAL SOLUTIONS
EXAMPLE 1 Determine the general solution of cos2 ϑ -3cos ϑ -1=0 SOLUTION
CLASS ACTIVITY ( 10 MINS )
SOLUTION
WRAP UP!!! CONSOLIDATION Search slido.Com Enter code : #1910103 KEY TAKE AWAYS Integrate double angle identities. Integrate compound angle identities. Use factorisation methods to simplify the equation. Identify the relevant quadrants.