The usual triangle has known sides $a = 6, b = 3$ $a=6, b=3$ and known angles $∠ B = \frac{5 π}{24}$ $angle B=(5pi)/24$ and $∠ A = \frac{π}{8}$ $angle A=(pi)/8$ . What is the area of the triangle?

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Answer 1 · 2018-05-20T00:23:57

Since $\frac{a}{sin A} \neq \frac{b}{sin B}$ $a/sin A != b/sin B$ these aren't facts about a real triangle.

The usual triangle has known sides a=6,b=3a=6, b=3 and known angles ∠B=5π24angle B=(5pi)/24 and ∠A=π8angle A=(pi)/8. What is the area of the triangle?