ABCD is a parallelogram and line segments ax,cy bisect angles a and c , respectively. Show that AX II CY
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angle 1 and angle 3 are not corresponding angles
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in a parallelogram,opposite sides are parallel
therefore ax and cy acts as a transversals
so dxa angle =xay angle (alternate interior angle)
IIIly,angle dcy=angle cyb (,,)
since angle dxa=angle dcy (corresponding angles)
therefore axIIcy hence proved
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therefore ax and cy acts as a transversals
so dxa angle =xay angle (alternate interior angle)
IIIly,angle dcy=angle cyb (,,)
since angle dxa=angle dcy (corresponding angles)
therefore axIIcy hence proved
please mark my answer as brainliest
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