A sample space is described as S = {A, B, C, D, E, F}. If event A is {A, C, F}, then the complement of event A is
A) {A, C, F}
B) {B, D, G}
C) {F, C, A}
D) {B, D, E}
Complement of a Set
Noun. Let be a subset of a set . The complement of , denoted , is the set of all elements that belong to but do not belong to .
The complement of may be read "not ." The set in the definition is sometimes called the universe of discourse or just the universe.
Example:
Let be the set of positive real numbers. Then the complement of , within the universe of all real numbers, is the set of all negative real numbers and .
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