Match the statements in Column $I$ with the properties in Column $II$.

Column $I$	Column $II$
$(A)$ Two intersecting circles	$(p)$ have a common tangent
$(B)$ Two mutually external circles	$(q)$ have a common normal
$(C)$ Two circles,one strictly inside the other	$(r)$ do not have a common tangent
$(D)$ Two branches of a hyperbola	$(s)$ do not have a common normal

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