Given $a=27$ and $B=141^{\circ}$ in triangle $A B C$, determine the values of $b$ for which $A$ has
(a) exactly one value
(b) two values
(c) no values

Name: Given $a=27$ and $B=141^{\circ}$ in triangle $A B C$, determine the values of $b$ for which $A$ has (a) exactly one value (b) two values (c) no values
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The Answer of Given $a=27$ and $B=141^{\circ}$ in triangle $A B C$, determine the values of $b$ for which $A$ has
(a) exactly one value
(b) two values
(c) no values

Given a=27a=27a=27 And B=141∘B=141^{\circ}B=141∘ In Triangle ABCA B CABC , Determine the Values Of

Given $a=27$ And $B=141^{\circ}$ In Triangle $A B C$ , Determine the Values Of