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From the preQuestion 8 (0.5 points) What is the mean miR-1 count for the cancer patients' tissue samples? Your Answer: Question 8 options: Answer Question 9 (0.5 points) What is the variance for the counts of miR-1 for the cancer patients' tissue samples Your Answer: Question 9 options: Answer Question 10 (0.5 points) What is the mean miR-1 count for the healthy patients' tissue samples? Your Answer: Question 10 options: Answer Question 11 (0.5 points) What is the variance for the miR-1 counts for the healthy patients' tissue samples? Your Answer: Question 11 options: Answer Question 12 (0.5 points) Calculate the ratio between the variance of the number of miR-1 fragments for cancer patient and for healthy patient. Your Answer: Question 12 options: Answer Question 13 (0.5 points) From a variance ratio test, what would you conclude? Question 13 options: The ratio of variance is much greater than 2:1 hence we would conclude that the two variances are not equal The ratio of variance is close to 1:1 hence we would conclude that the two variances are equal The ratio of variance is much greater than 2:1 hence we would conclude that the two means and two variances are not equal In this situation we cannot conclude based on a ratio test because of the sample size vious chat, answer these questions

Question

From the preQuestion 8 (0.5 points) What is the mean miR-1 count for the cancer patients' tissue samples?

Your Answer: Question 8 options: Answer Question 9 (0.5 points) What is the variance for the counts of miR-1 for the cancer patients' tissue samples

Your Answer: Question 9 options: Answer Question 10 (0.5 points) What is the mean miR-1 count for the healthy patients' tissue samples?

Your Answer: Question 10 options: Answer Question 11 (0.5 points) What is the variance for the miR-1 counts for the healthy patients' tissue samples?

Your Answer: Question 11 options: Answer Question 12 (0.5 points) Calculate the ratio between the variance of the number of miR-1 fragments for cancer patient and for healthy patient.

Your Answer: Question 12 options: Answer Question 13 (0.5 points) From a variance ratio test, what would you conclude?

Question 13 options:

The ratio of variance is much greater than 2:1 hence we would conclude that the two variances are not equal

The ratio of variance is close to 1:1 hence we would conclude that the two variances are equal

The ratio of variance is much greater than 2:1 hence we would conclude that the two means and two variances are not equal

In this situation we cannot conclude based on a ratio test because of the sample size vious chat, answer these questions

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