p and q are any two points lying on the sides dc and ad respectively of parellelogram abcd show that ar (apb)=ar(bqc)
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ar(APB) = 1/2ar(ABCD) [they both lies on the same base AB and between the same parallels AB||CD]
and ar(BQC)=1/2ar(ABCD) [ they lies on the same base BC and between same parallels BC||AD]
since both of their areas are equal to 1/2ar(ABCD)
therefore , ar(APB)= ar(BQC)
and ar(BQC)=1/2ar(ABCD) [ they lies on the same base BC and between same parallels BC||AD]
since both of their areas are equal to 1/2ar(ABCD)
therefore , ar(APB)= ar(BQC)
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