Let $f(x) = \frac{x^2-6x+5}{x^2-5x+6}$. Match the conditions / expressions in Column $I$ with statements in Column $II$.

Column $I$	Column $II$
$(A)$ If $-1 < x < 1$,then $f(x)$ satisfies	$(p)$ $0 < f(x) < 1$
$(B)$ If $1 < x < 2$,then $f(x)$ satisfies	$(q)$ $f(x) < 0$
$(C)$ If $3 < x < 5$,then $f(x)$ satisfies	$(r)$ $f(x) > 0$
$(D)$ If $x > 5$,then $f(x)$ satisfies	$(s)$ $f(x) < 1$

• A
  $A \rightarrow p, r, s; B \rightarrow q, s; C \rightarrow q, s; D \rightarrow p, r, s$
• B
  $A \rightarrow q, r, s; B \rightarrow r, s; C \rightarrow q, r; D \rightarrow p, q, r$
• C
  $A \rightarrow p, r, s; B \rightarrow q, s; C \rightarrow q, s; D \rightarrow p, r, s$
• D
  $A \rightarrow q, r, s; B \rightarrow q, r; C \rightarrow q, s; D \rightarrow q, r, s$