If angle B and angle Q are acute angles such that sin B = sin Q, then prove that angle B = angle Q
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Answer:
if u draw a right triangle ABQ ,right angled at A(since B and Q are acute)
then we know
sin B = AB/BQ
sin Q = AQ/ BQ
since it's given that sin B = sin Q
AB/BQ = AQ/BQ
AB = AQ
this makes triangle ABQ an iso. triangle
which makes angle B= angle Q
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I'm sure you understand my way
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