Let be the internal division point of the line segment joining points and in the ratio for . If lies in the first quadrant of the Cartesian plane, what is the range of the real number
Consider the line segment joining points and . If is the intersection point of this line segment and the and internally divides the line segment in the ratio where and are coprime positive integers, what is the value of
Let be the internal division point of joining points and in the ratio and be the external division point of in the ratio If the length of is what is
Let be the external division point of the line segment joining points and in the ratio If point (the sought-after external division point) is on the line then what is the positive constant
The line segment connecting two points and on the xy-plane is internally divided by a point ). What is ?