Question

Draw a circle with centre P. Draw an arc AB of ${100}^o$ measure. Draw tangents to the circle at points A and point B.

Answer 1

Step 1 : Draw a circle with centre P and any radius.

Step 2 : take any point A on the circle.

Step 3 : Construct $\angle APB={100}^0$ such that point B is on the circle.

Step 4 : Draw rays PA and PB

Step 5 : Draw line I perpendicular to ray PX through point A

Step 6 : Draw line am perpendicular to ray PY through point B.