Which statement is not true about the 95% confidence level?
5 point
Confidence intervals computed by using the same procedure will include the true
population value for 95% of all possible random samples taken from the population.
O
The procedure that is used to determine the confidence interval will provide an
interval that includes the population parameter with probability of 0.95.
O
The probability that the true value of the population parameter falls between the
bounds of an already computed confidence interval is roughly 95%.
If we consider all possible randomly selected samples of the same size from a
population, the 95% is the percentage of those samples for which the confidence
interval includes the population parameter.

Answer:

Explanation: which of the following is true about a 95% confidence interval of the mean: 95 out of 100 sample means will fall within the limits of the confidence interval. 95 out of 100 confidence intervals will contain the population mean. 95% of population means will fall within the limits of the confidence interval.

Literally, the confidence interval of a dataset gives the probability the value of a given parameter will fall within a range of value.

The statement that is not true about 95% confidence interval is option (c).

There are several confidence intervals. The most common intervals are:

The name of these intervals does represent the probability that the value of a given parameter will fall within the range of values close to the mean.

Take for instance, the 95% confidence interval.

The 95% of 95% confidence interval does not mean that the probability that the value of a given parameter will fall within a range of value close to the mean will be 95% or close to 95% or roughly 95%.

This means that option (c) is not true about 95% confidence interval

Read more about confidence intervals at:

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The Jews and Christians in the region were at first probably ambivalent, if not indifferent or hostile, to the change in the dynastic succession from Marnluk to Ottoman
sultans who exercised sovereignty over their lives, but their fortunes were about to improve under the new regime. The Ottoman sultans were still winning victories
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Indeed important (beyond the collection of their taxes) to most Ottoman officials posted in the Arab lands. In the case of the Sephardic Jews, the Ottoman sultans
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Jewish communities from the Iberian Peninsula who were forced to leave
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Bruce Masters, historian, Christians and Jews in the Ottoman Arab World book published in 2001
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bureaucrats in state service
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D. "No," she said, “I've never seen that movie."

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Calculate the mean and standard deviation of the sampling distribution of