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A "set" is a collection of objects, which are said to be members of the set. There really aren't different "kinds" of sets; however, some special sets include the following:* The empty set, which consists no element. There is only one empty set, so there can only be one example: {}
* The power set, which is a collection of all the possible subsets of another set. Example: if set A = {1, 2}, then P(A) = {{}, {1}, {2}, {1, 2}}. In general, if set "A" has "n" elements, P(A) has 2 to the power "n" elements.
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What is a joint sets in college algebra can you give an example of this?
what is joint set
Different kind of set in college algebra?
There are several different types of sets in college algebra. Some of these include notation and intersection by using brackets.
Definition and examples of all kinds of sets in college algebra?
example of null set
What is the kinds of algebra?
kinds of sets in college algebra?
What are the lectures of college algebra about sets?
Lectures of college algebra about sets could include: * Describing sets * Relationship between sets * Basic operation in sets * Solving problems using Venn diagram
Definition of sets in college algebra?
A set is a collection of objects.
BASIC OPERATION ON sets in college algebra?
The basic operations on sets are union, intersection, complement.
What is the definition of set in college algebra?
All of mathematics can be defined in terms of sets. Sets are used to give an axiomatic definition of numbers and relations. However, most, if not all of college algebra was known before anybody thought about sets. You have to learn what your teachers expects you to learn, but very little set theory is actually needed for college algebra.
What are the operations of the sets in college algebra?
The operations areunion,intersection,complement,contain andbeing contained.
Operations of sets?
operations of sets in algebra
What are the kinds of sets in college algebra?
Kinds of sets are: infinite set-the set continues on for infinity.There may not be an infinite amount of a thing you wear, it is limited to numbers. finite set-it has finite (countable) number of elements, it has unlimited numbers. numerical set-a set having only numbers as its elements, set prime numbers (2,3,5,7,11,13,17..) equal set-two sets are equal if they have precisely the same numbers. null set-its is a set with no elements or numbers. equivalent set-sets with the same numbers of members . intersecting sets-sets with some members in common. subsets-sets contained within others are subset.
Can you give me an example for each kind of sets?
patricia
