Answer:
At one point AB will intersect circle P.
Step-by-step explanation:
Given information: Radius of circle P is 6 mm, PA=7 mm and PB= 3 mm.
The length of PA is 7 mm which is more than the radius of circle P. So, we can say that the point A lies out side the circle.
The length of PB is 3 mm which is less than the radius of circle P. So, we can say that the point B lies inside the circle.
If a point lies outside the circle and one point lies inside the circle , then the line segment joining these two points intersect the circle at one point.
Since the point A lies outside the circle and point B lies inside the circle , therefore the line segment AB intersect the circle at one point.