in the fig PTllQR and QT ll RS .show that ar(triangle PQR)=ar(triangle QTS)
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Construction => Join TR
triangle (QTS) and triangle (QTR) lie on same base QT and b/w sane parallels QT and RS
therefore,their areas are equal
ar(QTS) = ar (QTR).....[1]
triangle (PQR) and triangle (TQR) lie on the same base QR and b/w same parallels PT and QR
therefore,their areas are equal
ar(PQR) = ar (QTR)....[2]
BY [1] & [2]
ar(QTS) = ar(PQR)
triangle (QTS) and triangle (QTR) lie on same base QT and b/w sane parallels QT and RS
therefore,their areas are equal
ar(QTS) = ar (QTR).....[1]
triangle (PQR) and triangle (TQR) lie on the same base QR and b/w same parallels PT and QR
therefore,their areas are equal
ar(PQR) = ar (QTR)....[2]
BY [1] & [2]
ar(QTS) = ar(PQR)
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