This question is for Discrete Mathematics Course (Computer Science). Q) Write yo
ID: 3802728 • Letter: T
Question
This question is for Discrete Mathematics Course (Computer Science).Q) Write your opinion on how computation can be represented as set? In other word, How can a set be represented as a set?
*Please do NOT copy from Wikipedia *NOT more than one page A4
Thanks in advance! This question is for Discrete Mathematics Course (Computer Science).
Q) Write your opinion on how computation can be represented as set? In other word, How can a set be represented as a set?
*Please do NOT copy from Wikipedia *NOT more than one page A4
Thanks in advance!
Q) Write your opinion on how computation can be represented as set? In other word, How can a set be represented as a set?
*Please do NOT copy from Wikipedia *NOT more than one page A4
Thanks in advance!
Explanation / Answer
A set is a collection of objects that have something in common or follow a rule. The objects in the set are called its elements. Set notation uses curly braces, with elements separated by commas.
In representation of a set the following three methods are commonly used:
(i) Statement form method
(ii) Roster or tabular form method
(iii) Rule or set builder form method
Statement form:
In this, well-defined description of the elements of the set is given and the same are enclosed in curly brackets.
2. Roster form or tabular form:
In this, elements of the set are listed within the pair of brackets { } and are separated by commas.
Set builder form:
In this, a rule, or the formula or the statement is written within the pair of brackets so that the set is well defined. In the set builder form, all the elements of the set, must possess a single property to become the member of that set.
Every object in a set is unique: The same object cannot be included in the set more than once.In representation of a set the following three methods are commonly used:
(i) Statement form method
(ii) Roster or tabular form method
(iii) Rule or set builder form method
Statement form:
In this, well-defined description of the elements of the set is given and the same are enclosed in curly brackets.
2. Roster form or tabular form:
In this, elements of the set are listed within the pair of brackets { } and are separated by commas.
Set builder form:
In this, a rule, or the formula or the statement is written within the pair of brackets so that the set is well defined. In the set builder form, all the elements of the set, must possess a single property to become the member of that set.
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