Answer
$ 97\ km\ south$
$87\ km\ East$
Work Step by Step
From figure,
Ship travelled
$ \vec d = 130\ S\ 42°\ E$
In south direction he travelled (Horizontal component of displacement vector)
$d\ cos 42° = 96. 1 km \approx 97\ km$
In East direction he travelled (vertical component of displacement vector)
$d\ sin 42° = 86.99 km \approx 87\ km$