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我记得是GWD上的题,因此搜索了一下。原题应该是: In a company 60% of the employees earn less than $50,000 a year, 60% of the employees earn more than $40,000 a year, 11% of the employees earn $43,000 a year and 5% of the employees earn $49,000 a year. What is the median salary for the company? a) 43.000 b) 45.500 c) 46.000 d) 49.000 e) 50.000
In a company 60% of the employees earn less than $50,000 a year, 60% of the employees earn more than $40,000 a year, 11% of the employees earn $43,000 a year and 5% of the employees earn $49,000 a year. What is the median salary for the company?
60% of the employees earn less than $50,000 a year => 40% earn greater than 50,000 a year.
60% of the employees earn more than $40,000 a year => 40% earn less than 40,000 a year..
Let there are 100 employess then, to calculate median we need salary of 50th employee and 51th employee.
Then, median = (salary of 50th employee + salary of 51th employee)/2 40 people<40000 $40,000 20 people $50,000 40 people > 50,000 --------------------------*----------------*----------------------
Salary of 11 people = 43,000 Salary of 5 people = 49,000 whtever, be the case, 50th and 51th salary would be 43,000 and 43,000
Hence, median=(2*43.000)/2=43.000
希望对大家有帮助。 |
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