Answer:
43.5%
Explanation:
Given that;
The employees at a computer company are 65% females and 35% males.
If the total number of employees at the computer company is P
Number of female employees F = 65% of P = 0.65P
Number of male employees M = 35% of P = 0.35P
If 60% of the female employees have earned their master’s degree and 50% of the male employees have earned their master’s degree.
Number of female employees have earned their master’s degree is;
F* = 60% of F = 0.60 × 0.65P = 0.39P
Number of male employees have earned their master’s degree is;
M* = 50% of M = 0.50 × 0.35P = 0.175P
Total number of employees that have earned their master’s degree is;
P* = F* + M* = 0.39P + 0.175P = 0.565P
the percent of employees at the computer company who have not earned their master’s degree is;
P' = P - P* = P - 0.565P
P' = 0.435P
P' = 43.5% of the total number of employees.