Question

DE|| BC. If DC and BE meet at 0, prove that ∆BOD and ∆COE are equal in area. ..​

Answer 1

Step-by-step explanation:

In the following figure, DE is parallel to BC.

{∵The area of triangles on the same (or equal) base and between the same two parallels are equal.]

Area(△BDC)=Area(△BEC)

Area(△BDC) - Area(△BOC)= Area(△BEC) - Area(△BOC)

From the above figure, we can state that,

∴Area(△BOD)=Area(△COE)

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