Answer
$P(100,000~dollars~per~year~or~more~|~Northeast)=\frac{0.054}{0.179}\approx0.302$
Work Step by Step
$P(Northeast)=17.9$% $=0.179$
$P(100,000~dollars~per~year~or~more~and~Northeast) = 5.4$% $=0.054$
Using the Conditional Probability Rule (see page 288):
$P(100,000~dollars~per~year~or~more~|~Northeast)=$
$=\frac{P(100,000~dollars~per~year~or~more~and~Northeast)}{P(Northeast)}=\frac{0.054}{0.179}\approx0.302$