SUBSET Meaning and
Definition
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A subset is a mathematical concept that refers to a collection of elements from a given set, where all the elements in the subset are also elements of the original set. In simpler terms, a subset is a smaller group of items that are taken from a larger set.
To illustrate this, let's consider a set of numbers: {1, 2, 3, 4, 5}. Now, if we create a subset that only includes the numbers {2, 4}, then this subset is a subset of the original set. Every element in the subset, which is 2 and 4, is also an element of the original set.
It is important to note that a subset may include all the elements of a set, in which case it is considered a proper subset or equal set. For example, if we take all the numbers from the original set, then this subset is considered a proper subset of the original set.
Furthermore, a subset can also be an empty set, which means it contains no elements. In the previous example, if we create a subset that does not include any numbers from the original set, then it is an empty subset.
In conclusion, a subset is a smaller group of elements taken from a larger set, where each element in the subset also exists in the original set.
Common Misspellings for SUBSET
Etymology of SUBSET
The word "subset" is derived from the combination of two words: "sub" and "set".
The prefix "sub" comes from Latin and means "under" or "below". It is often used to indicate something that is less than or smaller than the whole.
The word "set" comes from Old English and originally referred to a group of things that are considered as a unit or a collection.
Therefore, when combined, the word "subset" refers to a group or collection of things that are considered as a smaller part or division of a larger set.
Similar spelling words for SUBSET
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