To find a point p on line segment AB such that `(AP)/(AB)=3/7` in what ratio does the segment AB is to be divided.

To find a point P on the line segment AB = 6 cm, such that (AP)/(AB) = (2)/(5) , in which ratio the line segment AB is divided.

Point P lies on segment AB such that (AP)/(AB) = (3)/(8). In what ratio does the point P divide AB internally ?

Point P lies on segment AB such that 3 AB = 10 AP. In which ratio does the point P divide AB internally ?

Point P lies on segment AB such that (AP)/(AB) = (2)/(5). Then, point P divides AB internally in the ratio…….

If P is the mid point of line segment AB , then what is the relation between AP an PB ?

P is a point on the line segment bar(AB) such that AP = PB. If the coordinates of A and B are (3, -4) and (-5, 2) respectively find the coordinates of P.

Line segment AB is divided into five equal parts. In what ratio does X divides line segment AB?

If the coordinates of points A and B are (-2, -2) and (2, -4) respectively, find the coordinates of the point P such that AP = (3)/(7)AB , where P lies on the line segment AB.

A line segment AB is divided at point P such that PB : AB = 3:7, then the ratio of AP : PB = ________.