let-a-a-b-c-b-b-c-d-and-c-c-e-compute-a-b-c

Question

Let A={a,b,c}A={\left\lbrace a,b,c\right\rbrace}, B={b,c,d}B={\left\lbrace b,c,d\right\rbrace}, and C={c,e}C={\left\lbrace c,e\right\rbrace}. Compute A∩(B∪C)A ∩ (B ∪ C).

Accepted Answer

{b,c}\left\lbrace{b,c}\right\rbrace

Answer

{b,d}\left\lbrace{b,d}\right\rbrace

Answer

{a,b,c,d,e}\left\lbrace{a,b,c,d,e}\right\rbrace

Answer

{c}{\left\lbrace c\right\rbrace}

Let A={a,b,c}A={\(\left\[\lbrace\) a,b,c\(\right\]\rbrace\)}, B={b,c,d}B={\(\left\[\lbrace\) b,c,d\(\right\]\rbrace\)}, and C={c,e}C={\(\left\[\lbrace\) c,e\(\right\]\rbrace\)}. Compute A∩(B∪C)A ∩ (B ∪ C).

Let $A = {a, b, c}$ , $B = {b, c, d}$ , and $C = {c, e}$ . Compute $A \cap (B \cup C)$ .