PQRS is a parallelogram.A,B,C,D are the mid points of sides PQ,QR,RS and PS respectively. if ar(DAC)=10cm sq.,find ar(ABC).
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MID POINT OF PQ=A
MID POINT OF SR=C
SP=QR
PQ=SR
THE LINE AC DIVIDE THE PARALLELOGRAM PQRS INTO TWO SAME SMALL
PARALLELOGRAMS.
IN THE PARALLELOGRAM PACS PA II CS
AC=PS
LOOK INTO THE ΔDAC
AREA=1/2*B*H
10=1/2*AC*ED
IN THE PARALLELOGRAM AQCR AC II QR
SP=AC=RQ
LOOK INTO THE ΔABC
AC=BASE
BE=DE=H
SO THE AREA OF THE TRIANGLE ABC IS EQUAL TO DAC
=10
MID POINT OF SR=C
SP=QR
PQ=SR
THE LINE AC DIVIDE THE PARALLELOGRAM PQRS INTO TWO SAME SMALL
PARALLELOGRAMS.
IN THE PARALLELOGRAM PACS PA II CS
AC=PS
LOOK INTO THE ΔDAC
AREA=1/2*B*H
10=1/2*AC*ED
IN THE PARALLELOGRAM AQCR AC II QR
SP=AC=RQ
LOOK INTO THE ΔABC
AC=BASE
BE=DE=H
SO THE AREA OF THE TRIANGLE ABC IS EQUAL TO DAC
=10
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