Is it possible to determine with 100% certainty that two people have produced exactly the same quality and quantity of work?
Even in sales or factory work people may be judged subjectively on factors such as teamwork, management effectiveness, and initiative.
When that is the case, how is it possible to determine with certainty that two “unequal” people have produced exactly the same quantity and quality of work?
And should, therefore, be paid exactly the same amount of money.
Lastly, who should be responsible for ensuring that t workers that occupy the same position (and ostensibly perform at the same level) are paid the same?
The company, the worker, or the government?
2007-03-17
07:46:14
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5 answers
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asked by
Anonymous
in
Social Science
➔ Gender Studies
Texas Behaviorist:
Lastly, the government has protections in place (EEOC). These agencies exist at all levels of government (local, state, and federal). Plus, companies have their own EEO offices.
So, the government is ALREADY doing it's part. If the company is discriminating and the gov't makes has a means to punish the company and the employee fails to act, whose fault is it?
Would you want there to be fixed prices for services so that all plumbing, electrical, and roofing work (for example) was the same, regardless of the quality?
If you guarantee that anyone in position A with 5 years of experience is paid the same, you remove all motivation and you end up out of business because everyone else in this country is competing.
2007-03-17
18:12:16 ·
update #1
filthycommie:
What if SHE thinks she is average and I (the employer) think she is below average? And, what if I offer her a 2% raise because I think she is below average and I offer her male coworker a 4% raise because I think he is above average (though she thinks he is only average)?
See the problem? There is judgement used in evaluating the quality of work.
So, the employee must prove that s/he is worth whatever s/he feels s/he is worth. If s/he fails to do that, s/he cannot blame the employer.
2007-03-17
18:18:00 ·
update #2