The marginal relative frequency of boys and girls who want to be a teacher is 32 %. The joint relative frequency of girls who want to be an athlete is 25.4%. The conditional relative frequency of students that selected doctor, given that those students are boys is 51.85 %.
according to the question, the table given is
     Teacher - Doctor - Athete
boys     24       28     56           Total boys = 108
girls      45       31      26          Total girls = 102
Average of the values is the ratio of total sum of values to the number of values.
Conditions
1) for boys and girls whom opt for teacher,
  [tex]=\frac{69}{210} \\[/tex]
= Â Â 32%
2) for the girls who opt for athlete relative to girls,
  [tex]=\frac{26}{102}[/tex]
 =   25.4%
3) for the boys whom opt for doctors in boys
 =  [tex]\frac{28}{108}[/tex]
 =  25.9%
Thus, The required values of conditions 1,2,3 is  32%, 25.4%, 25.9% respectively
Learn more about average here:
https://brainly.com/question/24057012
#SPJ1