The points M and N divide the line seqment AB of `DeltaABC` in three equal parts. If `MP"||"NQ"||"BC` and points P and Q lie on line AC, then prove that P and Q trisect the line AC.

In the fig points M and N divide AB of triangleABC into three equal parts. Line segments MP and NQ are both parallel to BC and meet AC in P and Q respectively. Prove that P and Q divide AC nto three equal parts

M and N divide the side AB of a triangle ABC into three equal parts . Through M and N, lines are drawn parallel to BC and intersecting AC at points P and Q respectively. Prove that P and Q divide AC into three equal parts.

If A,B,C are three points on a line and B lies between A and C, then prove that AC-AB = BC

If A,B,C are three points on a line and B lies between A and C, then prove that AC-AB = BC

If A,B,lC are three points on a line and B lies between A and C, then prove that AC-AB = BC

If A,B,lC are three points on a line and B lies between A and C, then prove that AC-AB = BC

Points P ,\ Q ,\ R and S divide the line segment joining the points A(1,\ 2) and B(6,7) in 5 equal parts. Find the coordinates of the points P ,\ Q and R .

Points P,Q,R and S divide the line segment joining the points A(1,2) and B(6,7) in 5 equal parts.Find the coordinates of the points P,Q and R.

If A, B and C are three points on a line and B is between A and C then prove that AC - BC = AB.

If A.B and C are three points on a line,and B lies between A and C then prove that AB-BC=AC