Last year, a real estate agent earned an average of 40,250.00 a month. Suppose you recently selected a random sample of 25 real estate agents. You determined how much each of them earns each month....


Last year, a real estate agent earned an average of 40,250.00<br>a month. Suppose you recently selected a random sample of<br>25 real estate agents. You determined how much each of them<br>earns each month. Your computations of their earnings resulted<br>to an average of 40,400.00, with a standard deviation of<br>P225.00. Using a 0.01 level of significance, can it be concluded<br>that the average monthly earnings of real estate agents has<br>increased? Assume normality in the population.<br>CS<br>Scanned with CamScanner<br>

Extracted text: Last year, a real estate agent earned an average of 40,250.00 a month. Suppose you recently selected a random sample of 25 real estate agents. You determined how much each of them earns each month. Your computations of their earnings resulted to an average of 40,400.00, with a standard deviation of P225.00. Using a 0.01 level of significance, can it be concluded that the average monthly earnings of real estate agents has increased? Assume normality in the population. CS Scanned with CamScanner

Jun 03, 2022
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