The set A intersection set B complements [tex](A \ n\ B^C)[/tex] is {5, 12}.
What is a Venn diagram?
Venn diagram is an illustration that uses circles to show the relationships among set of numbers.
Elements in set A
A = {3,4,5,12}
Elements in set B
B = {3,4,7,14}
Set B complements
[tex]B^C [/tex] = {5, 8,12}
Set A intersection set B complements [tex](A \ n\ B^C)[/tex] is calculated as follows;
[tex](A \ n\ B^C)[/tex] = {3,4,5,12} ∩ {5, 8,12} = {5,12}
Thus, the set A intersection set B complements [tex](A \ n\ B^C)[/tex] is {5, 12}.
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