Arrange the given steps in the correct order to prove that A = A = , where A is a set. Rank the options below. Start by considering the left side: A. Start by considering the left side: A. open choices for ranking 1 Therefore, A = {(x, y) x A and y } = . Therefore, A = {(x, y) x A and y } = . open choices for ranking 2 Then, we get A = A = .Then, we get A = A = . open choices for ranking 4 Then, A = {(x, y) x and y A} = .Then, A = {(x, y) x and y A} = . open choices for ranking 3