check my answer? @e.mccormick
b or c...?
In a typical |dw:1416369468630:dw| Hmmm... kk. Let me see.
i got 53.1 for B but the "greatest possible value" thing is throwing me off
Some triangles have 2 solutions for some sides. |dw:1416369643285:dw|
If I am given in this case A, c, and a, I can make two triangles that are valid for that angle and those sides.
This explains it pretty well: http://www.mathsisfun.com/algebra/trig-solving-ssa-triangles.html
I can't access mathisfun on this computer due to stupid parental controls....don't ask.
Becaus a1 and a2 are the same lengths, it makes for possibilities.
This link work? http://www.regentsprep.org/regents/math/algtrig/att12/lawofsinesAmbiguous.htm
so...because this triangle can have more than one solution, is it C?
yea it works
Example 3 is the SSA.
Now, if the angles you postulate add up to more than 180 degrees, there is not room for the 3rd angle. In that case, a ssa has only one solution.
funny thing, that example you gave had the same exact result as my problem. so I''m gonna go with C
thanks again @e.mccormick
LOL! 5 and 8 vs 10 and 16! It is a similar triangle. That is funny!
:) I know right?! ^
Well, I hope you get the point of it now. Tha way you can worry less about why some question are like that.
Thanks for the link. :) Don't know why I didn't just find it myself...lol
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