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Question

In the figure shown, ABCD is a parallelogram. Pick the correct option


  1. Area (∆AEB) = (1/2) Area (ABCD)

  2. Area (∆AED) = (1/4) Area (ABCD)

  3. Area (∆AED) + Area (∆BEC) = Area (∆AEB)

  4. Both A & C


Solution

The correct option is D

Both A & C


So, we can say that Area (ΔAEB) = (1/2) Area (ABCD)

This means that area of ΔAED and ΔBEC together will contribute to the other half of area of parallelogram ABCD. Hence, we can say that

Area (ΔAED)  + Area (ΔBEC) = Area (AEB)

So, both A & C are correct

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