If P is the interior point of parallelogram ABCD , the sum of area of ΔPAB and ΔPDC is as equal to ______ of the area of parallelogram ABCD
Draw a line QR parallel to AB and passing through P.
Area of triangle ABP = 12 Area of AQRB
Area of triangle DPC = 12 Area of DQRC
So sum of their areas= 12 Area of AQRB+ 12 Area of DQRC
= 12 Area of parallelogram ABCD