A company with 50 employees keeps track of the highest earne
A company with 50 employees, keeps track of the highest earned degree of its employees. It has 8 employees with a high school diploma, 25 employees with bachelor
Solution
The probability for the degree of the employee = number of employees having that degree/total number of employees. This is a descrete probability distribution.
The probability distribution for the educational status of the employees of the company is given as
| Highest Earned Degree | Number of Employees | Probability Distribution, p(x) |
| high school diploma | 8 | 8/50=0.16 |
| bachelor |
