A sample of the hourly wages of employees who work in restaurants in a large city has a mean of $9.02 and a standard deviation of $.20. We do not know how this data is distributed. Suppose 200 employees were sampled. How many employees make more than $9.52?
A sample of the hourly wages of employees who work in restaurants in a large city has a mean of $9.02 and a standard deviation of $.20. We do not know how this data is distributed. Suppose 200 employees were sampled. How many employees make more than $9.52?
@Mathematics

Question

A sample of the hourly wages of employees who work in restaurants in a large city has a mean of $9.02 and a standard deviation of $.20.  We do not know how this data is distributed.  Suppose 200 employees were sampled.  How many employees make more than $9.52?
 A sample of the hourly wages of employees who work in restaurants in a large city has a mean of $9.02 and a standard deviation of $.20.  We do not know how this data is distributed.  Suppose 200 employees were sampled.  How many employees make more than $9.52?
 @Mathematics

anonymous · Answer

Dear i feel u are missin sumthing

anonymous · Answer

Dear i feel u are missin sumthing

anonymous · Answer

so I tried to calculate using 9.52-9.02/.20 and came up with 2.5 which didn't seem correct.  i'm unsure how to solve this problem.  what can i be missing?

anonymous · Answer

200 is assumed value??

anonymous · Answer

200 is total amount sampled

anonymous · Answer

is answer given for this one

anonymous · Answer

no answer, i'm trying to solve it

anonymous · Answer

k

anonymous · Answer

any suggestions on how to solve this problem?