In a trapezium AD || BC. E and G are midpoints of sides AB and CD respectively . BG, EC, AG, ED are joined. EC intersects GB at F and AG intersects ED at H . Prove that Area(∆ADH+∆BCF)=Area( EFGH)

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In a trapezium AD || BC. E and G are midpoints of sides AB and CD respectively . BG, EC, AG, ED are joined. EC intersects GB at F and AG intersects ED at H . Prove that Area(∆ADH+∆BCF)=Area( EFGH)

In a trapezium AD || BC. E and G are midpoints of sides AB and CD respectively . BG, EC, AG, ED are joined. EC intersects GB at F and AG intersects ED at H .
Prove that Area(∆ADH+∆BCF)=Area( EFGH)

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In a trapezium AD || BC. E and G are midpoints of sides AB and CD respectively . BG, EC, AG, ED are joined. EC intersects GB at F and AG intersects ED at H . Prove that Area(∆ADH+∆BCF)=Area( EFGH)

In a trapezium AD || BC. E and G are midpoints of sides AB and CD respectively . BG, EC, AG, ED are joined. EC intersects GB at F and AG intersects ED at H .Prove that Area(∆ADH+∆BCF)=Area( EFGH)

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In a trapezium AD || BC. E and G are midpoints of sides AB and CD respectively . BG, EC, AG, ED are joined. EC intersects GB at F and AG intersects ED at H .
Prove that Area(∆ADH+∆BCF)=Area( EFGH)