There were 200 employees in an office in which 150 were married. Total male employees were 160 out of which 120 were married. What was the female u...

Question

There were 200 employees in an office in which 150 were married. Total male employees were 160 out of which 120 were married. What was the female unmarried employees?

Accepted Answer

Option b: 10. Solution: We are given the following data about the employees in an office: - Total employees = 200 - Total married employees = 150 - Total unmarried employees = 200 - 150 = 50 - Total male employees = 160 - Total female employees = 200 - 160 = 40 - Married male employees = 120 - Unmarried male employees = 160 - 120 = 40 To find the number of unmarried female employees: text{Unmarried female employees} = text{Total unmarried employees} - text{Unmarried male employees} text{Unmarried female employees} = 50 - 40 = 10 This corresponds to Option B. Hence, Option B is the correct answer.

There were $\displaystyle 200$ employees in an office in which $\displaystyle 150$ were married. Total male employees were $\displaystyle 160$ out of which $\displaystyle 120$ were married. What was the female unmarried employees?

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There were 200\displaystyle 200200 employees in an office in which 150\displaystyle 150150 were married. Total male employees were 160\displaystyle 160160 out of which 120\displaystyle 120120 were married. What was the female unmarried employees?