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Dropdown 1: less than
Dropdown 2: greater than
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
25%
(medium)
Question Stats:
75% (01:46) correct
25%
(02:01)
wrong
based on 784
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For each of the 11 employees of a small company, the graphic shows the employee’s salary (as a percent of the company’s median salary) and job satisfaction rating (given as a number between 0 and 100, where a higher rating represents greater job satisfaction).
From each drop-down menu, select the option that creates the most accurate statement based on the information provided.
1. The employee having the median job satisfaction rating had a salary the median salary.
2. The employee having the median salary had a job satisfaction rating the median rating.
Attachment:
12wq.jpg [ 54.19 KiB | Viewed 11202 times ]
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Official Answer
Dropdown 1: less than
Dropdown 2: greater than
05 Apr 2021, 08:04
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Official Explanation
RO1
Because there are eleven employees represented by the graph, each with a job satisfaction rating, the median job satisfaction rating will be the sixth value when listed from least to greatest. Thus, the employee with the median rating is represented by the dot at a job satisfaction rating of 55. The salary associated with this dot is 42% of the median salary, indicating that the employee’s salary is less than the median.
The correct answer is less than.
RO2
Because the graph gives salary as a percent of the median salary, 100% is the median. There is only one dot at the 100% salary level, and that dot is associated with a job satisfaction rating of 60. As explained in the analysis of RO1, the median job satisfaction rating is 55. Thus, the employee with the median salary has a job satisfaction rating greater than the median (60 > 55).
The correct answer is greater than.
RO1
Because there are eleven employees represented by the graph, each with a job satisfaction rating, the median job satisfaction rating will be the sixth value when listed from least to greatest. Thus, the employee with the median rating is represented by the dot at a job satisfaction rating of 55. The salary associated with this dot is 42% of the median salary, indicating that the employee’s salary is less than the median.
The correct answer is less than.
RO2
Because the graph gives salary as a percent of the median salary, 100% is the median. There is only one dot at the 100% salary level, and that dot is associated with a job satisfaction rating of 60. As explained in the analysis of RO1, the median job satisfaction rating is 55. Thus, the employee with the median salary has a job satisfaction rating greater than the median (60 > 55).
The correct answer is greater than.
General Discussion
04 Jul 2020, 10:25
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1)A,Here if we arrange the job satisfaction ratings then the value are:
30,40,40,45,50,55,60,75,80,85,85.
So the median is 55( this person has salary~95% of median salary,which means it is less than median salary)
2)C,Now from the above question we know that media rating is 55 and that person is getting ~95% of median salary and the person who is getting median salary is having job satisfaction rating as 60,which is greater than the above case
Posted from my mobile device
30,40,40,45,50,55,60,75,80,85,85.
So the median is 55( this person has salary~95% of median salary,which means it is less than median salary)
2)C,Now from the above question we know that media rating is 55 and that person is getting ~95% of median salary and the person who is getting median salary is having job satisfaction rating as 60,which is greater than the above case
Posted from my mobile device
