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Solve the following triangle. Round all values to the nearest tenth: a = 30, c = 22, A = 102◦ b = ____units B = ____degrees C = _____degrees
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You know two side lengths and one angle. We can draw in the information first for a diagram (likely provided but useful nonetheless): |dw:1394660393773:dw|
We have enough information here to find angle C using Law of Sines with angle A and C and sides a and c. With Angle C, you can also find Angle B because of the sum of interior angles of a triangle is a specific value. With all that, you simply have one other side length to find, which is most generally found through Law of Cosines.
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