Ouestion 5 Suppose that we calculated the 95x confidence interval for average rumber of eggs a queen bee lays to be (1432. 1492) Which of the following are valid interpretations of the conffdence interval? For each statement state if it is wrong or correct. If the statement is wrong, state what is wrong with that statement. A. There is a 95% probability that u is within that interval. B. 95% of all samples should have sample means between 1432 and 1492. C. 95% of all queen bees lay between 1432 and 1492 eggs per day. D. We are 95% confident that the sample mean lies between 1432 and 1492. E. Of 100 samples with intervals calculated the same way, we expect about 95 of them to contain the population mean.

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Suppose that we calculated the 95% conidence interval for average number of eggs a queen bee tays to be [1432, 1492).
Which of the following are valid interpretations of the confidence interval?
For each statement state if it is wrong or correct. If the statement is wrong, state what is wrong with that statement.
A. There is a 95% probability that u is within that interval.
B. 95% of all samples should have sample means between 1432 and 1492.
C. 95% of all queen bees lay between 1432 and 1492 eggs per day.
D. We are 95% confident that the sample mean lies between 1432 and 1492.
E. Of 100 samples with intervals calculated the same way, we expect about 95 of them to contain the population mean.
Transcribed Image Text:Question S Suppose that we calculated the 95% conidence interval for average number of eggs a queen bee tays to be [1432, 1492). Which of the following are valid interpretations of the confidence interval? For each statement state if it is wrong or correct. If the statement is wrong, state what is wrong with that statement. A. There is a 95% probability that u is within that interval. B. 95% of all samples should have sample means between 1432 and 1492. C. 95% of all queen bees lay between 1432 and 1492 eggs per day. D. We are 95% confident that the sample mean lies between 1432 and 1492. E. Of 100 samples with intervals calculated the same way, we expect about 95 of them to contain the population mean.
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