Home
Class 9
MATHS
Suppose line segments A B\ a n d\ C D in...

Suppose line segments `A B\ a n d\ C D` intersect at `O` in such a way that `A O=O D\ a n d\ O B=O Cdot` Prove that `A C=B D` but `A C` may not be parallel to `B D`

Promotional Banner

Similar Questions

Explore conceptually related problems

Suppose line segments A B\ a n d\ C D intersect at O in such a way that A O=O D\ a n d\ O B=O C . Prove that A C=B D but A C may not be parallel to B D .

Suppose line segments A B and C D intersect at O in such a way that A O=O D and O B=O C . Prove that A C=B D but A C may not be parallel to B D .

Diagonals A C\ a n d\ B D of a quadrilateral A B C D intersect at O in such a way that a r\ ( A O D)=a r\ (\ B O C)dot Prove that A B C D is a trapezium.

Diagonals A C a n d B D of a quadrilateral A B C D intersect at O in such a way that a r ( A O D)=a r ( B O C)dot Prove that A B C D is a trapezium.

Two lines A B\ a n d\ C D intersect at O such that B C is equal and parallel to A Ddot Prove that the lines A B\ a n d\ C D bisect at O

Diagonals A C and B D of a quadrilateral A B C D intersect at O in such a way that a r( A O D)=a r( B O C) . Prove that A B C D is a trapezium.

Diagonals A C and B D of a quadrilateral A B C D intersect at O in such a way that a r( A O D)=a r( B O C) . Prove that A B C D is a trapezium.

Two lines A B and C D intersect at O such that B C is equal and parallel to A Ddot Prove that the lines A B and C D bisect at Odot

In Figure, given that /_A O C=/_A C O\ a n d\ /_B O D=/_B D O . Prove that A C||D B

A B C D is a square. A C\ a n d\ B D intersect at O . State the measure of /_A O B .