Two vectors $A$ and $B$ have equal magnitude $x$. Angle between them is $60^{\circ}$. Then, match the following two columns.

colum $I$	colum $II$
$(A)$ $|A+B|$	$(p)$ $\frac{\sqrt{3}}{2} x$
$(B)$ $|A-B|$	$(q)$ $x$
$(C)$ $A \cdot B$	$(r)$ $\sqrt{3} x$
$(D)$ $|A \times B|$	$(s)$ None

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