`A(15,5),B(9,20)` and `A-P-B`. The ratio in which point `P(11,15)` divides segment AB is…..

Solve the following questions. (Any two ) (ii) A (15,5) ,B(9,20) and A-P-B . Find the ratio in which point P(11,15) divides segment AB. Find the ratio using x and y co-ordinates . Write the conclusion .

A (12,5) ,B (4,-3) and A-P-B . Find the ratio in which point P (9,2) divides segment AB.

A (12,5) ,B (4,-3) and A-P-B . Find the ratio in which point P (9,2) divides segment AB.

Find the ratio in which point P (k,7) divides the segment joining A(8,9) and B(1,2) .

Point (x,4) lies on the line segment joining the points A (-5, 8) and B (4,-10) Find the ratio in which point P divides the line segment AB. Also find the value of x?

Point (x,4) lies on the line segment joining the points A(-5,8) and B(4,-10) Find the ratio in which point P divides the line segment AB. Also find the value of x?

Determine the ratio in which the point P(3,5) divides the join of A(1,3)&B(7,9).

Find the ratio in which the point P (11,y) divides the line segment joining the points A(15,5) and B(9,20). Also find the value of y.

Find the ratio in which the point P (11,y) divides the line segment joining the points A(15,5) and B(9,20). Also find the value of y.

If the line segment joining the point A(3,4) and B(14,3) meets the X-axis at P, then the ratio in which P divides the segment AB is......