The mean of a population is assumed to be 5000. However, it is also believed the mean is not 5000. A sample of size 49 from the population is considered. Assume a calculated sample mean of 5100 and a...

Question 11: give the null and alternative hypothesis.
The mean of a population is assumed to be 5000. However, it<br>is also believed the mean is not 5000. A sample of size 49 from<br>the population is considered. Assume a calculated sample<br>mean of 5100 and a standard deviation of 100. At the 5%<br>significance level we will determine if the null hypothesis will<br>be rejected. Give the null and alternative hypotheses.<br>O Null: The population mean is 5000, Alternative: The population<br>mean is less than 5000.<br>O Null: The population mean is 5000, Alternative: The population<br>mean is greater than 5000<br>O Null: The population mean is 5000, Alternative: The population<br>mean not 5000<br>Null: The population mean is 5100, Alternative: The mean is not<br>5100<br>

Extracted text: The mean of a population is assumed to be 5000. However, it is also believed the mean is not 5000. A sample of size 49 from the population is considered. Assume a calculated sample mean of 5100 and a standard deviation of 100. At the 5% significance level we will determine if the null hypothesis will be rejected. Give the null and alternative hypotheses. O Null: The population mean is 5000, Alternative: The population mean is less than 5000. O Null: The population mean is 5000, Alternative: The population mean is greater than 5000 O Null: The population mean is 5000, Alternative: The population mean not 5000 Null: The population mean is 5100, Alternative: The mean is not 5100

Jun 10, 2022
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