Acute triangle ABC has \sin A = \dfrac{2}{5} and \sin B = \dfrac{2}{\sqrt{7}}. What is \sin C?
What is sin C in an acute triangle?
A=arcsin25A=23.5782∘B=arcsin2√7B=49.1066∘C=180∘−23.5782∘−49.1066∘C=107.3152∘The triangle is obtuse−angled!sinC=0.9547
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