Answer
$\theta = 54.3°$
$F_{A} = 686 N$
Work Step by Step
By projection of both forces on the x axis, we obtain
$F_{x} = F_{A} \times \sin(\theta) + 800 \times \cos(30°) = 1250$
Now, applying the same logic on the y axis
$F_{y} = F_{A} \times \cos(\theta) - 800 \times \sin(30°) = 0$
By solving the two equation system we obtain that
$\theta = 54.3°$
$F_{A} = 686 N$