Answer:
1). 0.1667
2). 0.3333
3). 0.3333
Explanation:
1). Probability that the student was female and got a 'B'
=

=

= 0.1667
2). Probability that the student was male and got an 'A'
=

=

=

= 0.3333
3). Probability that the student got a B =

=

=

= 0.3333