Answer
$P(a~parent~owns~|~his~or~her~teenager~owns)=\frac{0.43}{0.79}\approx0.5443$
Work Step by Step
$79$% $=0.79$
$P(a~teen~owns)=0.79$
$P(a~teen~and~his~or~her~parent~own)=0.430$
Use the Conditional Probability Rule (page 288):
$P(a~parent~owns~|~his~or~her~teenager~owns)=\frac{P(a~teen~and~his~or~her~parent~own)}{P(a~teen~owns)}=\frac{0.43}{0.79}\approx0.5443$