Q11MCQMarks unknownSuppose A={a,b,c,d}A = \{a, b, c, d\}A={a,b,c,d} and Π1\Pi_1Π1 is the following partition of A Π1={{a,b,c}{d}}\Pi_1 = \left\{\left\{a, b, c\right\}\left\{d\right\}\right\}Π1={{a,b,c}{d}}(A)List the ordered pairs of the equivalence relations induced by Π1\Pi_1Π1.(B)Draw the graph of the above equivalence relation.(C)Let Π2={{a},{b},{c},{d}}\Pi_2 = \left\{\left\{a\right\}, \left\{b\right\}, \left\{c\right\}, \left\{d\right\}\right\}Π2={{a},{b},{c},{d}} Π3={{a,b,c,d}}\Pi_3 = \left\{\left\{a, b, c, d\right\}\right\}Π3={{a,b,c,d}} and Π4={{a,b},{c,d}}\Pi_4 = \left\{\left\{a, b\right\}, \left\{c,d\right\}\right\}Π4={{a,b},{c,d}} Draw a Poset diagram of the poset, ⟨{Π1,Π2,Π3,Π4}, refines ⟩\left\langle\left\{\Pi_1, \Pi_2, \Pi_3, \Pi_4\right\}, \text{ refines } \right\rangle⟨{Π1,Π2,Π3,Π4}, refines ⟩.Sign in to save attempts.Show answer← PreviousNext →SolutionsDiscussionLoading…Sign in with Google