Answer
P(Bachelors and Men) = 0.21
P(Bachelors) x P(men) = 0.5 x 0.41
= 0.205
Hence, the events are not independent as
$P(Bachelors and Men) \ne P(Bachelors) x P(men)$
Work Step by Step
P(Bachelors and Men) = 0.21
P(Bachelors) x P(men) = 0.5 x 0.41
= 0.205
Hence, the events are not independent as
$P(Bachelors and Men) \ne P(Bachelors) x P(men)$