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5.5

5.5. Law of Sines. What you’ll learn about. Deriving the Law of Sines Solving Triangles (AAS, ASA) The Ambiguous Case (SSA) Applications … and why The Law of Sines is a powerful extension of the triangle congruence theorems of Euclidean geometry. Law of Sines.

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5.5

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  1. 5.5 Law of Sines

  2. What you’ll learn about • Deriving the Law of Sines • Solving Triangles (AAS, ASA) • The Ambiguous Case (SSA) • Applications … and why The Law of Sines is a powerful extension of the triangle congruence theorems of Euclidean geometry.

  3. Law of Sines

  4. Example Solving a Triangle Given Two Angles and a Side

  5. Example Solving a Triangle Given Two Angles and a Side

  6. Example Solving a Triangle Given Two Angles and a Side

  7. Example Solving a Triangle Given Two Sides and an Angle (The Ambiguous Case)

  8. Example Solving a Triangle Given Two Sides and an Angle (The Ambiguous Case)

  9. Example Solving a Triangle Given Two Sides and an Angle (The Ambiguous Case)

  10. Example Solving a Triangle Given Two Sides and an Angle (The Ambiguous Case)

  11. Example Solving a Triangle Given Two Sides and an Angle (The Ambiguous Case)

  12. Example Solving a Triangle Given Two Sides and an Angle (The Ambiguous Case)

  13. Example Solving a Triangle Given Two Sides and an Angle (The Ambiguous Case)

  14. A 65º x B 15ft 15º C Example Finding the Height of a Pole

  15. A 65º x B 15ft 15º C Example Finding the Height of a Pole

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