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     \textrm{The triangle } ABC \textrm{, which is shown in the figure below, is a right-triangle} \\
           \textrm{in which } \angle {C} = 90^\circ,  \ \textrm{and} \ AC = BC. 
           \textrm{  If the point } D \textrm{ is on the side } AC, \\ 
           \textrm{and} \angle \mathit{CBD} = 30^\circ, \textrm{ then the value} 
           \textrm{ of } \frac{AD}{DC} \textrm{ is}:
           \textrm{ } \\ \textrm{ } \\ \textrm{ } \\ \textrm{ } \\

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