The complement of a set refers to the elements that are not included in that set but are part of a larger universal set. For example, if the universal set is all natural numbers and set A consists of even numbers, the complement of set A would be all the odd numbers within the universal set. Mathematically, the complement of set A is often denoted as A'.
I believe minus A in this case means the complement of A; everything that is NOT in the set A. Taken from some larger, given, set, of course, of which both A and minus A are subsets.I believe minus A in this case means the complement of A; everything that is NOT in the set A. Taken from some larger, given, set, of course, of which both A and minus A are subsets.I believe minus A in this case means the complement of A; everything that is NOT in the set A. Taken from some larger, given, set, of course, of which both A and minus A are subsets.I believe minus A in this case means the complement of A; everything that is NOT in the set A. Taken from some larger, given, set, of course, of which both A and minus A are subsets.
An infinite set with a finite complement is a set that contains infinitely many elements, while the elements not in the set (the complement) are limited to a finite number. For example, the set of all natural numbers excludes a finite number of integers, such as only the number 0. This means that the complement, which in this case would be {0}, is finite, while the set of natural numbers itself is infinite. Thus, such sets are often used in various mathematical contexts, especially in topology and set theory.
The complement of a set S, relative to the universal set U, consists of all elements of U that are not in S.
In mathematics, a complement refers to the difference between a set and a subset of that set. For example, if ( A ) is a set and ( B ) is a subset of ( A ), the complement of ( B ) in ( A ) consists of all elements in ( A ) that are not in ( B ). This concept is commonly used in set theory and probability, where the complement of an event represents all outcomes not included in that event.
The answer depends on what the set UR is!
I believe minus A in this case means the complement of A; everything that is NOT in the set A. Taken from some larger, given, set, of course, of which both A and minus A are subsets.I believe minus A in this case means the complement of A; everything that is NOT in the set A. Taken from some larger, given, set, of course, of which both A and minus A are subsets.I believe minus A in this case means the complement of A; everything that is NOT in the set A. Taken from some larger, given, set, of course, of which both A and minus A are subsets.I believe minus A in this case means the complement of A; everything that is NOT in the set A. Taken from some larger, given, set, of course, of which both A and minus A are subsets.
This has to do with sets in math. It means "is complemented by" (and yes, complemented is spelled right). for example: c' (read as: c complement or c is a complement of) the set of W. it means everything outside the set of W.
The complement of an empty set is universal set
yes
false, because the complement of a set is the set of all elements that are not in the set.
An absolute complement is the set which includes exactly the elements belonging to the universal set but not to a given set.
a complement means the full set whereas a supplement means that something has been or needs adding
The complement of a set S, relative to the universal set U, consists of all elements of U that are not in S.
The answer depends on what the set UR is!
The complement of a subset B within a set A consists of all elements of A which are not in B.
Yes.
they are not the same elements.