The average monthly salary for a newly hired employeeat a bank is 20,000.If the hiring salary at this bank is normally distributed with a standard deviation of 2,800 ,what is the probability that a newly hired employee randomly selected from a list of receives a monthly salary which is less than 16,000
"\\mu=20000,\\sigma=2800, Z=(x-\u03bc)\/\u03c3"
"P(x<16000)=P(Z<(16000-20000)\/2800)"
"=P(Z<-1.43)" From z distribution table
"=0.0764"
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