Answer
$P(male~and~multiple-job~holder)=0.022834$
It is an unusual event.
Work Step by Step
$4.9$% $=0.049$, $46.6$% $=0.466$
$P(multiple-job~holder)=0.049$ and $P(male~|~multiple-job~holder)=0.466$
Using the General Multiplication Rule (page 289):
$P(male~and~multiple-job~holder)=P(multiple-job~holder)\times P(male~|~multiple-job~holder)=0.049\times0.466=0.022834$
$P(male~and~multiple-job~holder)\lt0.05$. So, it is an unusual event.