The Dean of Students at a large university wants to know what proportion of freshmen students are happy with the academik advising the university provides. The Dean obtains a list of all freshman students who visited the Academic Advising Center during the past month and selects and collects data from a random sample of 100 students from that list. Question 1 of 10 In this case the population of interest All the students at this university The 100 de whethom which data were obtained All the freshman students who wild the Academic Advising Center during the past month Altherman students at the university All the Freshman students who are happy with the advising that the university provides Question 2 of 10 In this case, the sampling frames All the freshman students who wanted the Academic Advising Center during the past month All the wudents at this university All the Freshman Mudents who are happy with the advising that the university provides. The students who from which data were obtained All the freshman students at the university In this case, all the Freshman students who are happy with the advising that the university provides is the: Sample • Population Sampling frame Sample size None of the above Question 4 of 10 Which of the following is true regarding the sample of students chosen? Since the sample is random, it is representative of the population of interest Even though the sample is random, it is not representative of the population of interest Which of the following sampling methods will likely produce a sample that is biased and not representative of the population? Cluster sampling Stratified sampling Simple random sampling Volunteer sampling Multistage sampling