3. Below is a 1 way count table based on a sample of residents living close to a freeway. We are interested in conductin
Posted: Sun Oct 03, 2021 3:36 pm
3. Below is a 1 way count table based on a sample of residents living close to a freeway. We are interested in conducting a goodness of fit test against a completely random distribution. Neighborhood Size Lives by a Freeway Expected Count Small 65 Large 35 Sample Size 100 a. What are the hypotheses tests for testing goodness of fit? b. Fill in the expected count based on a random distribution (hint 50% in each category). What is the chi-square value for this test (0 – E)2 where k total number of cells E C. x = Ś (0-1) = i=1 d. Calculate the degrees of freedom for this test Df= k-1 e. What is the p-value based for this chi-square statistic and degrees of freedom f. What is your conclusion for this p-value based on the null and alternative hypotheses? please help by explaining steps? i appreciate it in advance!!