Diagonals AC and BD of trapezium ABCD with AB||DC intersect each other at O. prove that ar(AOD) = ar (BOC)?
SubhasishBhaduri:
How area of AOD and area of BOC is possible
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abcd is a trapezium andAB and BD intersect at O..such that Two triangles will obtained named Aoc nd Boc..then congruent both traingles thus u get in cpct ar(AOC )= AR(BOC)..hope this will help you...thank you
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Solution:
GivEn:
- △DAC and △DBC lie on the same base DC and between the same parallels AB and CD.
- Ar(△DAC) = ar(△DBC)
⇒ ar(△DAC) – ar(△DOC) = ar(△DBC) – ar(△DOC)
⇒ ar(△AOD) = ar(△BOC)
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