Question

In a company with a total of 315 employees, 115 are females. Out of these, 150 employees have advanced degrees, and the remainder holds only a college degree. If 85 employees are males with a college degree, how many employees have a college degree but not an advanced degree?

Answer 1

To find the number of employees with a college degree but not an advanced degree, subtract the number of employees with advanced degrees from the total number of employees.

Step-by-step explanation:

To find the number of employees who have a college degree but not an advanced degree, it is necessary to subtract the number of employees with advanced degrees from the total number of employees.

Let's first calculate the number of employees with advanced degrees. According to the given information, 150 employees have advanced degrees.

Next, we can use the information about the number of female employees to determine the number of male employees. Out of the total 315 employees, 115 are females, so the number of males is 315 - 115 = 200.

To find the number of employees with a college degree but not an advanced degree, we subtract the number of employees with advanced degrees from the total number of employees.

Total number of employees: 315

Number of employees with advanced degrees: 150

Number of employees with a college degree but not an advanced degree: 315 - 150 = 165