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Use sine ratio to calculate angles and sides (Sin = o / h)

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Intros
Lessons
  1. What are sine, cosine and tangent?
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Examples
Lessons
  1. Determine each sine ratio using a calculator
    1. sin⁡60∘\sin 60^\circ
    2. sin⁡−60∘\sin-60^\circ
  2. Determine the angle to the nearest degree using a calculator
    1. sin⁡θ=0.57\sin \theta =0.57
    2. sin⁡θ=−0.65\sin \theta = -0.65
  3. Determine the angles and sides using Sine ratio
    1. Find angle A and B:

      Use sine ratio to find angles in a triangle
    2. Find the value of "x" using sine

      Use sine ratio, opposite side length to calculate hypotenuse
    3. Find the value of "x" using sine

      Use sine ratio, hypotenuse and angle to calculate opposite side length
  4. Draw and label a right triangle to illustrate sine ratio, then calculate the angle.
    1. sin⁡θ=513\sin \theta = {5 \over 13}
Topic Notes
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One of the trigonometric ratios is sine ratio. It is the opposite side over the hypotenuse of right triangles. In other words, we can find the angles and sides of right-angled triangles by using the sine ratios.
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