Largest Angle

Geometry Level pending

Let \(P\) be point \((0,3)\), \(Q\) be \((0,5)\) & \(R\) be \((x,0)\). If magnitude of angle \(PRQ\) is as large as possible, then the value of \(x^2\) [given that \((x,0)\) is on \(x\)-axis] is:

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