Question: Consider the set A = {0,---, 10) and the equivalence relation Rwhich has the following adjaceney diagram: The equivalence relation partitions the set A into

Consider the set A = {0,---, 10) and the

Consider the set A = {0,---, 10) and the equivalence relation Rwhich has the following adjaceney diagram: The equivalence relation partitions the set A into equivalence classes. These are sets of elements which are equal. Untangle the adjacency diagram by dragging its vertices and you will see there are 4 connected components. Each connected component corresponds to an equivalence dass. a) Which elements of A are equivalent to 1? Give your answer using the NUMBAS syntax for set. For example the syntax for [0,1,2} is set(0,1,2). Submit part Score: 0/0.5 Unanswered b) Which elements of A are equivalent to 0? This is also called the equivalence class of 0. Submit part Score: 0/0.5 Unanswered c) What is the equivalence class of 2? Submit part Score: 0/0.5 Unanswered

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