If 1 + sin θ = m cos θ, then what is the value of sin θ?

1
\({2{m^2 \ - \ 1} \over m^{2} \ + \ 1}\)
2
\({{m^2 \ - \ 1} \over m^{2} \ + \ 1}\)
3
\({{m^2 \ + \ 1} \over 2m^{2} \ - \ 1}\)
4
\({{m^2 \ + \ 1} \over m^{2} \ - \ 1}\)

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