give this answer as soon as possible I mark your answer as brainlist answer....
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give this answer as soon as possible I mark your answer as brainlist answer....
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Answer:
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Step-by-step explanation:
It is given that:
Area (ΔDRC) = Area (ΔDPC)
As ΔDRC and ΔDPC lie on the same base DC and have equal areas, therefore, they must lie between the same parallel lines
DC || RP
Therefore, DCPR is a trapezium.
It isAlso given that:
Area (ΔBDP) = Area (ΔARC)
Area (BDP) − Area (ΔDPC) = Area (ΔARC) − Area (ΔDRC)
Area (ΔBDC) = Area (ΔADC)
Since ΔBDC and ΔADC are on the same base CD and have equal areas, they must lie between the same parallel lines
AB || CD
Therefore,
ABCD is a trapezium.