In the shown figure, N is the mid-point of QP. M is any point on QR. If \[\mathbf{OR}\text{ }\parallel \text{ }\mathbf{NM}\] meets PQ in O, then which one among the following is true?

\[ar(\Delta QMO)=ar(\Delta QNR)\]

\[ar\text{ }(\Delta \text{ }MNO)=ar\text{ }(\Delta \text{ }MRN)\]

\[ar\text{ }(\Delta \text{ }QRN)=\frac{1}{2}ar\text{ }(\Delta \text{ PQR})\]

In the shown figure, N is the mid-point of QP. M is any point on QR. I

1.	In the shown figure, N is the mid-point of QP. M is any point on QR. If \[\mathbf{OR}\text{ }\parallel \text{ }\mathbf{NM}\] meets PQ in O, then which one among the following is true?
A.	\[ar(\Delta QMO)=ar(\Delta QNR)\]
B.	\[ar\text{ }(\Delta \text{ }MNO)=ar\text{ }(\Delta \text{ }MRN)\]
C.	\[ar\text{ }(\Delta \text{ }QRN)=\frac{1}{2}ar\text{ }(\Delta \text{ PQR})\]
D.	All the above
E.	None of these
Answer» E. None of these

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In the shown figure, N is the mid-point of QP. M is any point on QR. If \[\mathbf{OR}\text{ }\parallel \text{ }\mathbf{NM}\] meets PQ in O, then which one among the following is true?

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