In the given image, segment AB has been divided in the ratio 3:2. This is done by 1. Draw any ray AX making acute angle with AB. 2. Draw a ray BY parallel to AX by making ∠ A B Y = ∠ B A X 3. Locate the points A 1 , A 2 , A 3 . . . A 3 on AX and B 1 , B 2 on BY such that A A 1 = A 1 A 2 = B B 1 = B 1 B 2 4. Join A 3 B 2 by using which of the properties of parallel lines? Options: A . &nbsp Corresponding angle are equal B . &nbsp Alternate interior angles are equal C . &nbsp Co-interior angle are supplementary D . &nbsp Perpendicular bisector theorem

Answer: Option B : B Here we use alternate interior angles are equal then the lin4es are parallel and ∠ X A B = ∠ A B Y as AX parallel to BY.

In the given image, segment AB has been divided in the ratio 3:2. This is done b

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