If E,F,GandH are respectively the mid point of the side of a parallelogram ABCD,show that are(EFGH)=1/2ae(ABCD)
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Answer:
,
Step-by-step explanation:
adding (1) and(2)
area(hgf)+area(hef)=1/2 area(dhfc)+1/2 area(hfab)
area(hefg)=1/2[area(dhfc)+area(hfab)]
area(efgh)=1/2area(abcd)
hence proved
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