3. {3 marks} Suppose you are a member of your university's student organization. You want to survey students on whetherthey would like to hold a concert at the end of the year. You decide to survey 50 of the university's 50,000 students. Consider each of the following scenarios: a. You remember that there is a large back-to-school gathering happening in the main Square on campus that afternoon, and thousands of students will be there. You decide to go to this gathering and survey the first 50 people you come across. Explain why this type of sample may be biased, and how this may affect your results. Assignment 1, STAT 100 0100 Fall 2021, SFU b. 0f the university's 50,000 students, about 45,000 are undergraduate students and 5,000 are graduate students. You decide to use a random number generator to randomly pick 45 of the undergraduate students, and 5 of the graduate students {from a student list}. Explain why this type of random sample is not an SR5. c. You decide that you will use an 505 to pick the 50 students. You take an 5R5 of size 50 from the student list. HoweVEr, upon clo5er inspection of this sample, you notice that none of them are graduate students. Wanting to be fair to graduate students, you decide to take a new $05 of size 50. This time, there are a few students of each type, and you are satised. Explain why this is not a true 505