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The Sine Law (animated)
Sine Law Let’s begin with the triangle   ABC:
Sine Law Let’s begin with the triangle   ABC: A C B
Sine Law A C B c a b Let’s begin with the triangle   ABC:
Sine Law A C B c a b Let’s begin with the triangle   ABC: D altitude, h h
Sine Law A C B c a b Let’s begin with the triangle   ABC: D Note this ratio in triangle   ABD: h
Sine Law A C B c a b D Note this ratio in triangle   ABD: Note this ratio in triangle   ABC: h
Sine Law A C B c a b D Note this ratio in triangle   ABD: Note this ratio in triangle   ABD: h
Sine Law A C B c a b D h
Sine Law A C B c a b D Therefore, we get: h
Sine Law A C B c a b Therefore, we get: and, if we follow the same method for sides A and C: In conclusion: The Sine Law:
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The Sine Law (Animated)

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Transcript of "The Sine Law (Animated)"

  1. 1. The Sine Law (animated)
  2. 2. Sine Law Let’s begin with the triangle  ABC:
  3. 3. Sine Law Let’s begin with the triangle  ABC: A C B
  4. 4. Sine Law A C B c a b Let’s begin with the triangle  ABC:
  5. 5. Sine Law A C B c a b Let’s begin with the triangle  ABC: D altitude, h h
  6. 6. Sine Law A C B c a b Let’s begin with the triangle  ABC: D Note this ratio in triangle  ABD: h
  7. 7. Sine Law A C B c a b D Note this ratio in triangle  ABD: Note this ratio in triangle  ABC: h
  8. 8. Sine Law A C B c a b D Note this ratio in triangle  ABD: Note this ratio in triangle  ABD: h
  9. 9. Sine Law A C B c a b D h
  10. 10. Sine Law A C B c a b D Therefore, we get: h
  11. 11. Sine Law A C B c a b Therefore, we get: and, if we follow the same method for sides A and C: In conclusion: The Sine Law:
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