由题意$$\frac{b}{c}\textgreater0$$，$$b \textless{} 0$$，所以得到$$c \textless{} 0$$，又$$ac\textgreater0$$，$$c \textless{} 0$$，可以得到$$a \textless{} 0$$  所以$$a$$，$$b$$，$$c \textless{} 0$$而$$0 \textless{} \textbar a\textbar{} \textless{} \textbar b\textbar{} \textless{} \textbar c\textbar$$，故$$c \textless{} b \textless{} a$$选B 
已知$$b \textless{} 0$$，$$0 \textless{} \textbar a\textbar{} \textless{} \textbar b\textbar{} \textless{} \textbar c\textbar$$，且$$\sqrt{\frac{a{{b}^{2}}}{c}}=\frac{b}{c}\sqrt{ac}$$，则$$abc$$的大小顺序是(  )
(A) $$a \textless{} b \textless{} c$$ 
(B) $$c \textless{} b \textless{} a$$ 
(C) $$b \textless{} a \textless{} c$$ 
(D) $$b \textless{} c \textless{} a$$ 