A random sample of 600 incoming freshmen at your University is given a survey. One question asks for the number of texts the student made the previous month. The University reports that the average number is 2736 with a standard deviation of 542. Your statistics class wants to draw the sampling distribution model for the mean number of texts for samples of this size. Which of the conditions may not be met?

A. Large Enough Sample Condition

B. Randomization Condition

C. 10% Condition

Question

Mathematics

Kaitlynn Jacobs

17 January, 00:30

A random sample of 600 incoming freshmen at your University is given a survey. One question asks for the number of texts the student made the previous month. The University reports that the average number is 2736 with a standard deviation of 542. Your statistics class wants to draw the sampling distribution model for the mean number of texts for samples of this size. Which of the conditions may not be met?

A. Large Enough Sample Condition

B. Randomization Condition

C. 10% Condition

+3

Answers (1)

Know the Answer?

Freddie · Answer 1

C 10% Condition.

Step-by-step explanation:

Let's Look at them one by one.

A: Large Enough sample condition.

this is met because 600 students is a good number to carry out a surwey.

B: Randomization, 600 incoming freshman are definitely random.

C: we are left with C so the answer is C.