A survey was conducted of 150 randomly selected college students out of a population of 11,000 to determine their major. The results were presented in a table showing the type of major for each student. The summary asks what the mean number of college athletes per sport would be, what percentage of students majored in education if shown in a pie chart, and whether college major is a categorical or quantitative variable.

1. Let's say 150 college students were selected at random from a population of 11,000 college
students and they were asked what their major is. The following table below is summarized and
shows the type of major the college student is majoring in. a. Find the mean number of college
athletes per type of sport. Here, x = (Round to the nearest tenth). b. If vou drew a pie chart, what
percent of students majored in education (Round to nearest whole number)? Percent = % c. What
are the individuals in the dataset. Type 1 in the answer box for "College major". Type 2 for " 150
college students". So answer = d. Is "College Major" a Categorical Variable (Type 1 in the
answer field) or Quantitative Variable (Type 2 in the answer field). So "College a. Find the mean
number of college athletes per type of sport. Here, x = (Round to the nearest tenth). b. If you
drew a pie chart, what percent of students majored in education (Round to nearest whole
number)? Percent = c. What are the ind widuals in the dataset. Type 1 in the answer box for
'College major'. Type 2 for " 150 college students'. So answer = d. Is "College Major" a
Categorical Variable (Tvpe 1 in the answer field) or Quantitatve Variable (Tvpe 2 in the answer
field), So "College Major" is e. Is "College Major" Continuous (Type 1 in the answer field),
discrete (Type 2 in the answer field), nominal (Type 3 in the anawer field), or ordinal (Type 4 in
the answer field). 50 "College Major" is