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Let p and q be the position vectors of P and Q respectively, with respect to O and $|P|=P,|q|=q$ The points R and S divide POQ internally and externally in the ratio $2:3$ respectively. If OR and OS are perpendicular then

$\begin{array}{1 1} 9p^2=4q^2 \\ 4p^2=9q^2 \\ 9p=4q \\ 4p=9q \end{array} $

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