Recently, online shopping has become the new "norm." Recently,the following distribution for shopping preferencesamong adults in the US has been suggested:

Online Shopping: 40%

In-Store: 30%

Indifferent: 30%

To understand the shopping preferences among all students at the University of Michigan, a statistics student conducted a survey and gathered responses from 300 students. The collected responses are shown below:

Online Shopping	In-Store Shopping	Indifferent
135	90	75

Use thesurvey results to perform the appropriate test to assess whether the distribution of shopping preferences among students at the University of Michigan is the same as the suggested distribution.

1. State the appropriate null hypothesis.
2. Check the necessary assumption(s). Show all work. (You may assume that the sample of 300 students at the University of Michigna taking the survey is a random sample.)
3. Perform the appropriate test. Provide and clearly labelboth the test statistic value and the corresponding p-value. Include all supporting computations and work.
4. Evalue the p-valueand provide a conclusion.

Your answer shouldbewell organized. Clearly use labels for your Steps 1, 2, 3, and 4.