this deals with the ambiguous SSA case. for each find all possible solutions and sketch the triangle in each case. A=50 degreees, a=10, b=15
Well I can help you draw the triangle but you need to use sine Law and cosine law for the rest. \[\frac{\sin50}{10} = \frac{sinB}{15}\]|dw:1375994948424:dw|
i did this and got to the same part as you but when i solve for B my calculator says domain error
If side a (length = 10) is opposite the 50° angle, then it seems to me that no triangle can be created.
why is that?
You can't evaluate \[\sin^{-1}[1.149]\]
yes exactly. so what is the answer? sorry i am just very confused
jake side a is too short to "seal" the triangle. (It is to short to reach another side.) The answer is no triangle can be created.
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