Given below are the steps of construction to draw a pain of tangents to a circle of radius 5 cm which are inclined to each other at an angle of $60^{\circ}$ Step 1 : Take a point O on the plane of the paper and draw a circle of radius $OA=5\;cm$. Step 2 : Produce $OA$ to $B$ Such that $OA= OB= 5\;cm$ Step 3 : Taking A as the centre draw a circle of radius $AO=AB=5\;cm$ . Suppose it cuts the circle draw in step I at P and Q . Step 4: join BP and BQ to get the desired target . Which of the above steps are in correct ?

Question

$\begin{array}{1 1}\text {Step 1 only}\\ \text {Step 3 only} \\\text {Step 2} \\\text{None of the above} \end{array} $