Today we practiced problems using the Law of Sines in real-life situations. In this case, we're not going to be given the triangle, we have to read the problem carefully and figure out where the correct angles and sides go. Also, remember from today, we discussed that when we make a triangle it is very important that:
<A is across from a
<B is across from b
<C is across from c
Otherwise, you're not going to set up the correct proportion (and thus, not get the right answer).
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