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OVE XPYQ is a rectangle. Paned as in (ti...

OVE XPYQ is a rectangle. Paned as in (til) OAB, CD are two parallel lines and a transversal I intersects AB at X and CD at that the bisectors of the interior angles form a parallelogram, with all its angles right sely. The bisectors of interior angles intersect in Pand Q. INCERTI AB, CD are two parallel lines which are cut by a transversal lin points X and Y it is a rectangle. X A B P D Fig. 13.50 them

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AB,CD are two parallel lines and a transversal l intersects AB at X and CD at Y Prove that the bisectors of the interior angles form a parallelogram,with all its angles right angles i.e.,it is a rectangle.

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