Answer
$d = 323~ft$
Work Step by Step
We can find the distance $d$ between $P$ and $Q$:
$\frac{d}{R} = tan~\frac{\theta}{2}$
$d = (R)~tan~\frac{\theta}{2}$
$d = (965~ft)~tan~(\frac{37^{\circ}}{2})$
$d = 323~ft$
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