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Use the Law of Sines to find the missing angle of the triangle. Find to the nearest tenth.
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we can find all what angle are you looking for?
m<c
\[\frac{\sin(39)}{24}=\frac{\sin(C)}{38}\] so \[\sin(C)=\frac{38\sin(39)}{24}\]
then a calculator once you find \(\sin(C)\) then you find \(C\) by taking the arcsine of the answer
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or you can do it all in one step if you like http://www.wolframalpha.com/input/?i=arcsin%2838*sin%2839%29%2F24%29
so its 23.4?
according to wolfram it is 85.15 unless i put it in wrong did you check the link?
in any case 38 is larger than 24, so the angle has to be larger than 39
My fault I pressed the wrong button...85.2...had to round
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