A division of a company has over
\[200\] employees,
\[40\%\] of which are male. The company is going to randomly select
\[4\] of these employees to attend a conference. Let
\[X=\] the number of male employees chosen.
What is the probability that exactly
\[3\] of the
\[4\] employees chosen are male?
You may round your answer to the nearest hundredth.