intermediate

Trigonometry of special Angeles {30°45°,60} including 0°and 90°}°

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Course Syllabus

  1. Introduction to Trigonometry and Right-Angled Triangles
  2. Trigonometric Ratios for 45°
  3. Trigonometric Ratios for 30° and 60°
  4. Trigonometric Ratios for 0° and 90°
  5. Summary and Applications of Special Angle Values
  6. Inverse Trigonometric Functions for Special Angles

Study Notes

Introduction to Trigonometry and Right-Angled Triangles

For any non-right angle in a right-angled triangle, we name the sides relative to that angle:
* Hypotenuse: This is always the longest side and is opposite the 90-degree angle.
* Opposite: This side is directly across from the angle you're interested in.
* Adjacent: This side is next to the angle you're interested in, but it's not the hypotenuse.

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