In an organization with 70 employees, 30 are females and 30 employees are married. 24 employees hold a graduation degree. 19 married employees are graduates of which 7 are males. 12 males are graduates while 15 males are married. How many unmarried graduate females are employed in the organization?
Using the given information, the following table can be created.
We are told that the total number of employees with a graduation degree is 24.
The number of graduate males = married + unmarried = 7 + 5 = 12.
The number of married graduated females = 12.
Thus, the 24 graduated employees are among the male employees and married graduate female employees.
Thus, the number of unmarried graduate females = 0.
Hence, the answer is option C.
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