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ADB is congruent to DCB by SSS
so length of Thier perpendicular is equal.
therefore APB is congruent to CQD
could not do it any faster or easier way
so length of Thier perpendicular is equal.
therefore APB is congruent to CQD
could not do it any faster or easier way
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In parallelogram___________________________
AP perpendilular to DP so, the perpendiluar make 90° angle (right angle)
And QC perpendilular to QB make right angle
_____________________________________(i) DQ=PB, or angle APB= angleCQD=90, AB parallel to DC so, the triangle APB are congrant to triangle CQD by (SSA) cretaria
ii) in parallelogram the opposite angle are equal < A=<C. so, it proved that and AP=CQ. Plzzz mark it as brainliest
AP perpendilular to DP so, the perpendiluar make 90° angle (right angle)
And QC perpendilular to QB make right angle
_____________________________________(i) DQ=PB, or angle APB= angleCQD=90, AB parallel to DC so, the triangle APB are congrant to triangle CQD by (SSA) cretaria
ii) in parallelogram the opposite angle are equal < A=<C. so, it proved that and AP=CQ. Plzzz mark it as brainliest
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