Determine the number of possible solutions if A=62degrees, a=4, and b=6

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Determine the number of possible solutions if A=62degrees, a=4, and b=6

Mathematics
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use law of sines to find angle B
would you be able to please walk me through that?
wait hold on

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Other answers:

\[\frac{sinB}{6} = \frac{\sin 62}{4}\]
ok and then 1.613/25 for C and c
you will get 2 possible answers for B
but how does that determine the # of possible solutions?
since you can have 2 answers for B, that leads to 2 answers for c and C as well hence 2 possible triangles
whenever you take the inverse sin to solve you get 2 solutions this comes from unit circle |dw:1353133383544:dw|

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