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Solve Applied Problems Using the Law of Sines
-To Find AB\mathrm { AB }

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Solve Applied Problems Using the Law of Sines
-To find the distance AB\mathrm { AB } across a river, a distance BC\mathrm { BC } of 293 m293 \mathrm {~m} is laid off on one side of the river. It is found that B=110.8\mathrm { B } = 110.8 ^ { \circ } and C=17.9\mathrm { C } = 17.9 ^ { \circ } . Find AB\mathrm { AB } . Round to the nearest meter.

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