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in the following triangle, theta= 60. find the values of the angles B and B', which solve this ambiguous case
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use the laws of sine: a/sin A = b/sin B =c/Sin C a=9.2 b=10 sin A=sin 60 degrees sin B=sin B 9.2/sin 60 = 10/sin B sin B=sin60*10/9.2=0.941331961 B=sin^-1 0.941331961=70.27 degrees B'=180-70.27=109.7235415 or 109.73 degrees
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