sin 2b = 2 cos b is true when b =
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Answer:
sin2B=2sinB
sin2θ=2sinθcosθ
2sinBcosB=2sinB
\cos B = \frac{2\sin B }{2\sin B}cosB=
2sinB
2sinB
\begin{gathered}\cos B =1\\\\\cos B = 0\\\\\angle B = 0^\circ\end{gathered}
cosB=1
cosB=0
∠B=0
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