If we suppose the complete area of the parallelogram is 8 units. Then, Diagonal BD will divide it in 2 equal parts: So, Area ABD= Area BCD=4 units Further CO will divide triangle BCD in 2 equal parts: So, Area DOC =4∕2=2 units Now, Given EF || AD so, AD = EF EO will divide DOC in 2 equal parts; ∴ Area of triangle DOE=2∕2=1 unit When DOE is cut out from the plate ABCD; ∴ Ratio of area of remaining portion of the plate to the whole =(8−1):8=7:8