For Positive Values of A,c and γ Where $\gamma<180^{\circ}$ And C<a Sin γ, How Many Triangles Can Be Formed

For positive values of a,c and γ where $\gamma<180^{\circ}$
and c<a sin γ, how many triangles can be formed?

A) one unique triangle
B) two triangles are possible
C) no triangles are possible
D) more information is necessary to decide.