Answer: sin (2α) = 2 sin (α) cos (α)
Explanation:
We departure from the sin of a sum of angles
sin ( α + β ) = sinα *cosβ + sinβ *cosα
if α = β ⇒ sin (α + α ) = sin(α) *cos(α) + sin(α)*cos(α)
sin (2α) = 2 sin (α) cos (α)
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