A sample of size 50 was drawn from a population that is not necessarily normally distributed. The population mean was found to be at 10 and the population standard deviation is at 7. The Probability...

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A sample of size 50 was drawn from a population that is not necessarily normally<br>distributed. The population mean was found to be at 10 and the population standard deviation<br>is at 7. The Probability that the sample mean is greater than 12 is 38.76%.<br>

Extracted text: A sample of size 50 was drawn from a population that is not necessarily normally distributed. The population mean was found to be at 10 and the population standard deviation is at 7. The Probability that the sample mean is greater than 12 is 38.76%.

Jun 03, 2022

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A sample of size 50 was drawn from a population that is not necessarily normally distributed. The population mean was found to be at 10 and the population standard deviation is at 7. The Probability...

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